tag:blogger.com,1999:blog-39262701796976827712024-02-07T03:52:23.653-08:00MY WORLD, YOUR WORLD, OUR WORLDsecercah harapan dunia pendidikan indonesiaAnonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-3926270179697682771.post-20083554768958506912013-11-14T20:05:00.001-08:002013-11-14T20:05:31.773-08:00Metode Penelitian<div class="MsoNormal" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; margin: 0px; outline: none; padding: 0px; text-align: justify;">
<b><u>Pengertian</u></b></div>
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Metode penelitian eksperimen adalah: metode penelitian yang digunakan untuk mencari pengaruh perlakuan tertentu terhadap yang lain dalam kondisi yang terkendalikan. Contohnya dalam bidang fisika penelitian-penelitian dapat menggunakan desain eksperimen karena variabel-variabel dapat dipilih dan variabel lain dapat mempengaruhi proses eksperimen dan dapat dikontrol secara tepat, adapun contohnya dalam bidang fisika mencari pengaruh panas terhadap muai panjang suatu benda. Dalam hal ini variasi panas dan muai panjang dapat di ukur secara teliti, dan penelitian dilakukan dilaboratorium, sehingga pengaruh-pengaruh variabel lain dari luar dapat di kontrol. Sedangkan dalam penelitian sosial khususnya pendidikan, desain eksperimen yang digunakan untuk penelitian akan sulit mendapatkan hasil yang akurat, karena banyak variabel luar yang berpengaruh dan sulit mengontrolnya adapun contohnya mencari pengaruh metode kontekstual terhadap kecepatan pemahaman murid dalam pelajaran fisika.<br /><div style="margin: 0px; outline: none; padding: 0px; text-align: center;">
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" 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<b><u>Beberapa bentuk desain eksperimen</u></b></div>
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<b>1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Pre- Experimental Designs (Nondesigns)<span lang="EN-US">. </span></b>Pre- Experimental Designs (nondesigns) belum merupakan eksperimen sungguh-sungguh karena masih terdapat variabel luar yang ikut berpengaruh terhadap terbentuknya variabel dependen. Bentuk Pre- Experimental Designs (nondesigns) ada beberapa macam yaitu:</div>
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<b><i>a.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>One-Shot Cose Study<span lang="EN-US">. </span></i></b>Paradigma dalam penelitian eksperimen model ini dapat di gambarkan sebagai berikut:</div>
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<span lang="EN-US"> X O</span></div>
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Adapun cara membacanya sebagai berikut terdapat suatu kelompok diberi trikmen atau perlakuan dan selanjutnya di observasi hasilnya.</div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>One- Group Pretest-Posttest Design<span lang="EN-US">. </span></i></b>Bila dalam one-shot case study tidak di beri pretest, maka pada paradigma ini terdapat pretest sebelum diberi perlakuan sehingga hasil perlakuan dapat diketahui lebih akurat, karena dapat membandingkan dengan keadaan sebelum diberi perlakuan.</div>
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<span lang="EN-US"> O<sub>1</sub> X O<sub>2</sub></span></div>
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<span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">= nilai pretest (</span><span lang="EN-US" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">misal </span><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">sebelum diberi diklat)</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> = nilai posttest( </span><span lang="EN-US" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">misal </span><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">setelah diberi diklat)</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> Pengaruh diklat terhadap prestasi kerja pegawai = (O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">- O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">)</span><br />
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<b><i>c.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Intact-Group Comparison<span lang="EN-US">. </span></i></b>Terdapat 1 kelompok yang digunakan untuk penelitian tetapi dibagi 2 yaitu setengah kelompok eksperimen dan setengah kelompok untuk kontrol</div>
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<span lang="EN-US"> X </span><span lang="EN-US"></span><span lang="EN-US">O<sub>1</sub></span></div>
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<span lang="EN-US"> </span><span lang="EN-US"></span><span lang="EN-US">O<sub>2</sub></span></div>
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<span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">= Hasil pengukuran setengah kelompok yang diberi perlakuan</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">= Hasil pengukuran setengah kelompok yang tidak di beri perlakuan</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> Pengaruh perlakuan = O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> – O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><br />
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<b>2.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Tru-Experimental design<span lang="EN-US">. </span></b>Dikemukakan 2 bentuk yaitu:</div>
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<b><i>a.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Posttest-Only Control Design<span lang="EN-US">. </span></i></b>Dalam desain ini terdapat dua kelompok yang masing-masing di pilih secara randum (R). Kelompok pertama diberi perlakuan (X) dan kelompok yang lain tidak. Kelompok yang di beri perlakuan disebut kelompok eksperimen dan kelompok yang di beri (treatment) adalah (O1 : O2). Dalam penelitian yang sesungguhnya pengaruh treatment dianalisis dengan uji beda, pakai statistik t-test misalnya. Kalau terdapat perbedaan yang signifikan antara kelompok eksperimen dan kelompok kontrol, maka perlakuan yang di berikan berpengaruh secara signifikan.</div>
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<span lang="EN-US"> R X O<sub>2</sub></span></div>
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<span lang="EN-US"> R O<sub>4</sub></span></div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Pretest-posttest control group design<span lang="EN-US">. </span></i></b>Terdapat dua kelompok yang di pilih secara randum, kemudian di beri pretest untuk mengetahui keadaan awal adalah perbedaan antara kelompok eksperimen dan kelompok kontrol. Hasil pretest yang baik bila nilai kelompok eksperimen tidak berbeda secara signifikan. Pengaruh perlakuan adalah (O2 – O1) – (O4 – O3)</div>
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<span lang="EN-US"> R O<sub>3</sub> O<sub>4</sub></span></div>
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<b> </b><br /><br /><b>c.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b><i>Factorial Design</i><span lang="EN-US">. </span></b>Merupakan modifikasi dari design true experimental, yaitu dengan memperlihatkan kemungkinan adanya variabel moderator yang mempengaruhi perlakuan ( variabel independen) terhadap hasil (variabel dependen). Paradigma design faktorial dapat digambarkan seperti berikut:</div>
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<span lang="EN-US"> R O1 X Y1 O<sub>2</sub></span></div>
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<span lang="EN-US"> R O3 Y1 O<sub>4</sub></span></div>
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<span lang="EN-US"> R O5 X Y2 O6</span></div>
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<span lang="EN-US"> R O7 Y2 O8</span></div>
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Semua kelompok di pilih secara rand<span lang="EN-US">o</span>m, kemudian masing-masing diberi pretest. Kelompok untuk penelitian dinyatakan baik , bila setiap keompok nilai pretestnya sama. Jadi O1 = O3 = O5 = O7</div>
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<b>3.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Quasi Experimental Design<span lang="EN-US">. </span></b>Merupakan pengembangan dari true experimental design, yang sulit dilaksanakan. Mempunyai kelompok kontrol, tetapi tidak dapat berfungsi sepenuhnya untuk mengontrol variabel-variabel luar yang mempengaruhi pelaksanaan eksperimen.<b> </b>Dua bentuk eksperimen ini yaitu:</div>
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a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Time series design</i></b><span lang="EN-US">. </span>Desain ini tidak dapat di pilih secara randum. Sebelum diberi perlakuan kelompok diberi pretest sampai empat kali, dengan maksud untuk mengetahui keistabilan dan kejelasan kelompok sebelum di beri perlakuan. Bila hasil pretest selama empat kali ternyata nilanya berbeda-beda, berarti kelompok tersebut labil, dan konsisten. Hasil pre test yang baik adalah O1 = O2= O3 = O4 dan perlakuan yang baik adalah O5 = O6 = O7 = O8. besarnya pengaruh perlakuan adalah= (O5 + O6 + O7 O8) – (O1 + O2 + O3 + O4). Dibawah ini merupakan grafik berbagai kemungkinan hasil penelitian yang menggunakan desain time series</div>
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<span lang="EN-US"> O<sub>1</sub> O<sub>2</sub> O<sub>3</sub> O<sub>4</sub> X O<sub>5</sub> O<sub>6 </sub> O<sub>7 </sub> O<sub>8</sub></span></div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Nonequivalent control group design<span lang="EN-US">. </span></i></b>Desain ini hampir sama dengan pretest- posttest control group desain, hanya pada desain ini kelompok eksperimen maupun kelompk kontrol tidak dipilih secara random.</div>
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" 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<div align="center" class="MsoNormal" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; margin: 0px; outline: none; padding: 0px; text-align: center;">
<b>POPULASI DAN SAMPEL</b></div>
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<b>Populasi<span lang="EN-US">. </span></b>Adalah wilayah generalisasi yang terdiri atas: obyek/ subyek yang mempunyai kualitas dan karakteristik tertentu yang ditetapkan oleh peneliti untuk dipelajari dan kemungkinan ditarik kesimpulannya.<b><span lang="EN-US"></span></b></div>
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<b>Sampel<span lang="EN-US">. </span></b>Adalah bagian dari jumlah dan karakteristik yang dimiliki oleh populasi tersebut. Bila populasi besar, dan penelitian tidak mungkin mempelajari semua yang ada pada populasi. Sampel yang diambil dari populasi harus betul-betul representatif (mewakili).<b><span lang="EN-US"></span></b></div>
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<b>Teknik Samping<span lang="EN-US">. </span></b>Merupakan teknik pengambilan sampel, teknik sampling pada dasarnya dapat dikelompokkan menjadi dua yaitu Probablility sampling dan nonprobabbility sampling.</div>
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<b><u>Probability Sampling</u><span lang="EN-US">. </span></b>Merupakan pengambilan sampel yang memberikan peluang yang samabagi setiap unsur (anggota) populasi untuk dipilih menjadi anggota sampel.</div>
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a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Simple Random Sampling</i></b>. Dikatakan simple (sederhana) karena pengambilan anggota sampel dari populasi dilakukan secara acak tanpa memperhatikan strata yang ada dalam populasi itu.</div>
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" 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b.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Proportionate Stratified random Sampling</i></b><span lang="EN-US">. </span>Digunakan bila populasi mempunyai anggota/unsur yang tidak homogen dan berstrata secara proporsional.</div>
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c.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Disproortionate Stratified Random Sampling</i></b>. Digunakan untuk menentukan jumlah sampel, bila populasi berstrata tetapi kurang proporsional.</div>
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<b><i>d.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Cluster sampling (Area Samling)</i></b></div>
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<b><u>Nonprobabbility sampling<span lang="EN-US">.</span></u><span lang="EN-US"> </span></b>Merupakan teknik pengambilan sampel yang tidak memberi peluang/ kesempatan sama bagi setiap unsur atau anggota populasi untuk dipilih menjadi sampel.<b><span lang="EN-US"></span></b></div>
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a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Sampling Sistematis</i></b><span lang="EN-US">. </span>Merupakan teknik pengambilan sampel berdasarkan urutan dari anggota populasi yang telah diberi nomor urut. Misalnya anggota populasi yang terdiri dari 100 orang.</div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sam<span lang="EN-US">p</span></i></b><b><i>ling kuota<span lang="EN-US">. </span></i></b>Adalah teknik untuk menentukan sampel dari populasi yang mempunyai ciri-ciri tertentu sampai jumlah (kuota) yang diinginkan.</div>
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<b><i>c.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sampling insidental<span lang="EN-US">.</span></i></b><span lang="EN-US"> </span>Adalah teknik penetuan sampel berdasarkan kebetulan, yaitu siapa saja yang secara kebetulan insidental bertemu dengan peneliti dapat digunakan sebagai sampel bila dipandang orang yang kebetulan ditemui ini cocok sebagai sumber data.</div>
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<b><i>d.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sampling purposive<span lang="EN-US">. </span></i></b>Adalah penentuan sampel dengan pertimbangan tertentu.</div>
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<b><i>e.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sampling jenuh<span lang="EN-US">. </span></i></b>Adalah teknik penentuan sampel bila semua anggopta populasi digunakan sebagai sampel</div>
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<b><i>f.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Snowball Sampling<span lang="EN-US">. </span></i></b>Adalah teknik penentuan sampel yang mula-mula jumlahnya kecil, kemudian membesar.</div>
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<b>Menentukan ukuran sampel<span lang="EN-US">. </span></b>Cara menentukan ukuran sampel seperti yang dikemukakan didasarkan atas asumsi bahwa populasi berdistribusi normal, bila tidak normal maka cara tersebut tidak perlu dipakai.</div>
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<b>Contoh menentukan ukuran sampel<span lang="EN-US">. </span></b>Misalnya:</div>
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1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Ukuran sampel yang layak dalam penelitian adalah antara 30 sampai dengan 500</div>
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2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Bila sampel dibagi dalam kategori (misalnya:pria-wanita, pegawai negeri-swasta dan lain-lain) maka jumlah anggota sampel setiap kategori minimal 30.</div>
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3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Bila dalam penelitian akan melakukan analisis dengan multivarite (korelasi atau regresi ganda misalnya), maka jumlah anggota sampel minimal 10 kali dari jumlah variabel yang diteliti</div>
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4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Untuk penelitian eksperimen yang sederhana, yang menggunakan kelompok eksperimen dan kelompok kontrol maka jumlah anggota sampel masing-masing antara 10 s/d 20</div>
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<b style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Cara Mengambil anggota sampel</span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">. </span></b><span style="background-color: white; color: #333333; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;">Pengambilan sampel secara randum/acak dapat dilakukan dengan bilangan random, komputer, maupun dengan undian. Jika teknik pengambilan sampel adalah random, maka setiap anggota populasi diberi nomor terlebih dahulu, sesuai dengan jumlah anggota populasi.</span>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-83360638180330739442013-11-14T20:04:00.003-08:002013-11-14T20:04:15.057-08:00Metode Penelitian<div class="MsoNormal" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; margin: 0px; outline: none; padding: 0px; text-align: justify;">
<b><u>Pengertian</u></b></div>
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Metode penelitian eksperimen adalah: metode penelitian yang digunakan untuk mencari pengaruh perlakuan tertentu terhadap yang lain dalam kondisi yang terkendalikan. Contohnya dalam bidang fisika penelitian-penelitian dapat menggunakan desain eksperimen karena variabel-variabel dapat dipilih dan variabel lain dapat mempengaruhi proses eksperimen dan dapat dikontrol secara tepat, adapun contohnya dalam bidang fisika mencari pengaruh panas terhadap muai panjang suatu benda. Dalam hal ini variasi panas dan muai panjang dapat di ukur secara teliti, dan penelitian dilakukan dilaboratorium, sehingga pengaruh-pengaruh variabel lain dari luar dapat di kontrol. Sedangkan dalam penelitian sosial khususnya pendidikan, desain eksperimen yang digunakan untuk penelitian akan sulit mendapatkan hasil yang akurat, karena banyak variabel luar yang berpengaruh dan sulit mengontrolnya adapun contohnya mencari pengaruh metode kontekstual terhadap kecepatan pemahaman murid dalam pelajaran fisika.<br /><div style="margin: 0px; outline: none; padding: 0px; text-align: center;">
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" 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<b><u>Beberapa bentuk desain eksperimen</u></b></div>
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<b>1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Pre- Experimental Designs (Nondesigns)<span lang="EN-US">. </span></b>Pre- Experimental Designs (nondesigns) belum merupakan eksperimen sungguh-sungguh karena masih terdapat variabel luar yang ikut berpengaruh terhadap terbentuknya variabel dependen. Bentuk Pre- Experimental Designs (nondesigns) ada beberapa macam yaitu:</div>
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<b><i>a.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>One-Shot Cose Study<span lang="EN-US">. </span></i></b>Paradigma dalam penelitian eksperimen model ini dapat di gambarkan sebagai berikut:</div>
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<span lang="EN-US"> X O</span></div>
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Adapun cara membacanya sebagai berikut terdapat suatu kelompok diberi trikmen atau perlakuan dan selanjutnya di observasi hasilnya.</div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>One- Group Pretest-Posttest Design<span lang="EN-US">. </span></i></b>Bila dalam one-shot case study tidak di beri pretest, maka pada paradigma ini terdapat pretest sebelum diberi perlakuan sehingga hasil perlakuan dapat diketahui lebih akurat, karena dapat membandingkan dengan keadaan sebelum diberi perlakuan.</div>
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<span lang="EN-US"> O<sub>1</sub> X O<sub>2</sub></span></div>
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<span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">= nilai pretest (</span><span lang="EN-US" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">misal </span><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">sebelum diberi diklat)</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> = nilai posttest( </span><span lang="EN-US" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">misal </span><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">setelah diberi diklat)</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> Pengaruh diklat terhadap prestasi kerja pegawai = (O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">- O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">)</span><br />
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<b><i>c.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Intact-Group Comparison<span lang="EN-US">. </span></i></b>Terdapat 1 kelompok yang digunakan untuk penelitian tetapi dibagi 2 yaitu setengah kelompok eksperimen dan setengah kelompok untuk kontrol</div>
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<span lang="EN-US"> X </span><span lang="EN-US"></span><span lang="EN-US">O<sub>1</sub></span></div>
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<span lang="EN-US"> </span><span lang="EN-US"></span><span lang="EN-US">O<sub>2</sub></span></div>
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<span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">= Hasil pengukuran setengah kelompok yang diberi perlakuan</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;">= Hasil pengukuran setengah kelompok yang tidak di beri perlakuan</span><br style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;" /><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> Pengaruh perlakuan = O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">1</sub><span style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"> – O</span><sub style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; text-align: justify;">2</sub><br />
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<b>2.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Tru-Experimental design<span lang="EN-US">. </span></b>Dikemukakan 2 bentuk yaitu:</div>
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<b><i>a.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Posttest-Only Control Design<span lang="EN-US">. </span></i></b>Dalam desain ini terdapat dua kelompok yang masing-masing di pilih secara randum (R). Kelompok pertama diberi perlakuan (X) dan kelompok yang lain tidak. Kelompok yang di beri perlakuan disebut kelompok eksperimen dan kelompok yang di beri (treatment) adalah (O1 : O2). Dalam penelitian yang sesungguhnya pengaruh treatment dianalisis dengan uji beda, pakai statistik t-test misalnya. Kalau terdapat perbedaan yang signifikan antara kelompok eksperimen dan kelompok kontrol, maka perlakuan yang di berikan berpengaruh secara signifikan.</div>
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<span lang="EN-US"> R X O<sub>2</sub></span></div>
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<span lang="EN-US"> R O<sub>4</sub></span></div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Pretest-posttest control group design<span lang="EN-US">. </span></i></b>Terdapat dua kelompok yang di pilih secara randum, kemudian di beri pretest untuk mengetahui keadaan awal adalah perbedaan antara kelompok eksperimen dan kelompok kontrol. Hasil pretest yang baik bila nilai kelompok eksperimen tidak berbeda secara signifikan. Pengaruh perlakuan adalah (O2 – O1) – (O4 – O3)</div>
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<span lang="EN-US"> R O<sub>3</sub> O<sub>4</sub></span></div>
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<b> </b><br /><br /><b>c.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b><i>Factorial Design</i><span lang="EN-US">. </span></b>Merupakan modifikasi dari design true experimental, yaitu dengan memperlihatkan kemungkinan adanya variabel moderator yang mempengaruhi perlakuan ( variabel independen) terhadap hasil (variabel dependen). Paradigma design faktorial dapat digambarkan seperti berikut:</div>
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<span lang="EN-US"> R O1 X Y1 O<sub>2</sub></span></div>
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<span lang="EN-US"> R O3 Y1 O<sub>4</sub></span></div>
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<span lang="EN-US"> R O5 X Y2 O6</span></div>
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<span lang="EN-US"> R O7 Y2 O8</span></div>
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Semua kelompok di pilih secara rand<span lang="EN-US">o</span>m, kemudian masing-masing diberi pretest. Kelompok untuk penelitian dinyatakan baik , bila setiap keompok nilai pretestnya sama. Jadi O1 = O3 = O5 = O7</div>
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<b>3.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Quasi Experimental Design<span lang="EN-US">. </span></b>Merupakan pengembangan dari true experimental design, yang sulit dilaksanakan. Mempunyai kelompok kontrol, tetapi tidak dapat berfungsi sepenuhnya untuk mengontrol variabel-variabel luar yang mempengaruhi pelaksanaan eksperimen.<b> </b>Dua bentuk eksperimen ini yaitu:</div>
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a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Time series design</i></b><span lang="EN-US">. </span>Desain ini tidak dapat di pilih secara randum. Sebelum diberi perlakuan kelompok diberi pretest sampai empat kali, dengan maksud untuk mengetahui keistabilan dan kejelasan kelompok sebelum di beri perlakuan. Bila hasil pretest selama empat kali ternyata nilanya berbeda-beda, berarti kelompok tersebut labil, dan konsisten. Hasil pre test yang baik adalah O1 = O2= O3 = O4 dan perlakuan yang baik adalah O5 = O6 = O7 = O8. besarnya pengaruh perlakuan adalah= (O5 + O6 + O7 O8) – (O1 + O2 + O3 + O4). Dibawah ini merupakan grafik berbagai kemungkinan hasil penelitian yang menggunakan desain time series</div>
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<span lang="EN-US"> O<sub>1</sub> O<sub>2</sub> O<sub>3</sub> O<sub>4</sub> X O<sub>5</sub> O<sub>6 </sub> O<sub>7 </sub> O<sub>8</sub></span></div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Nonequivalent control group design<span lang="EN-US">. </span></i></b>Desain ini hampir sama dengan pretest- posttest control group desain, hanya pada desain ini kelompok eksperimen maupun kelompk kontrol tidak dipilih secara random.</div>
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" 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<div align="center" class="MsoNormal" style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; margin: 0px; outline: none; padding: 0px; text-align: center;">
<b>POPULASI DAN SAMPEL</b></div>
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<b>Populasi<span lang="EN-US">. </span></b>Adalah wilayah generalisasi yang terdiri atas: obyek/ subyek yang mempunyai kualitas dan karakteristik tertentu yang ditetapkan oleh peneliti untuk dipelajari dan kemungkinan ditarik kesimpulannya.<b><span lang="EN-US"></span></b></div>
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<b>Sampel<span lang="EN-US">. </span></b>Adalah bagian dari jumlah dan karakteristik yang dimiliki oleh populasi tersebut. Bila populasi besar, dan penelitian tidak mungkin mempelajari semua yang ada pada populasi. Sampel yang diambil dari populasi harus betul-betul representatif (mewakili).<b><span lang="EN-US"></span></b></div>
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<b>Teknik Samping<span lang="EN-US">. </span></b>Merupakan teknik pengambilan sampel, teknik sampling pada dasarnya dapat dikelompokkan menjadi dua yaitu Probablility sampling dan nonprobabbility sampling.</div>
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<b><u>Probability Sampling</u><span lang="EN-US">. </span></b>Merupakan pengambilan sampel yang memberikan peluang yang samabagi setiap unsur (anggota) populasi untuk dipilih menjadi anggota sampel.</div>
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a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Simple Random Sampling</i></b>. Dikatakan simple (sederhana) karena pengambilan anggota sampel dari populasi dilakukan secara acak tanpa memperhatikan strata yang ada dalam populasi itu.</div>
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" 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b.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Proportionate Stratified random Sampling</i></b><span lang="EN-US">. </span>Digunakan bila populasi mempunyai anggota/unsur yang tidak homogen dan berstrata secara proporsional.</div>
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c.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Disproortionate Stratified Random Sampling</i></b>. Digunakan untuk menentukan jumlah sampel, bila populasi berstrata tetapi kurang proporsional.</div>
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<b><i>d.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Cluster sampling (Area Samling)</i></b></div>
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<b><u>Nonprobabbility sampling<span lang="EN-US">.</span></u><span lang="EN-US"> </span></b>Merupakan teknik pengambilan sampel yang tidak memberi peluang/ kesempatan sama bagi setiap unsur atau anggota populasi untuk dipilih menjadi sampel.<b><span lang="EN-US"></span></b></div>
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a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span><b><i>Sampling Sistematis</i></b><span lang="EN-US">. </span>Merupakan teknik pengambilan sampel berdasarkan urutan dari anggota populasi yang telah diberi nomor urut. Misalnya anggota populasi yang terdiri dari 100 orang.</div>
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<b><i>b.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sam<span lang="EN-US">p</span></i></b><b><i>ling kuota<span lang="EN-US">. </span></i></b>Adalah teknik untuk menentukan sampel dari populasi yang mempunyai ciri-ciri tertentu sampai jumlah (kuota) yang diinginkan.</div>
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<b><i>c.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sampling insidental<span lang="EN-US">.</span></i></b><span lang="EN-US"> </span>Adalah teknik penetuan sampel berdasarkan kebetulan, yaitu siapa saja yang secara kebetulan insidental bertemu dengan peneliti dapat digunakan sebagai sampel bila dipandang orang yang kebetulan ditemui ini cocok sebagai sumber data.</div>
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<b><i>d.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sampling purposive<span lang="EN-US">. </span></i></b>Adalah penentuan sampel dengan pertimbangan tertentu.</div>
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<b><i>e.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Sampling jenuh<span lang="EN-US">. </span></i></b>Adalah teknik penentuan sampel bila semua anggopta populasi digunakan sebagai sampel</div>
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<b><i>f.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-weight: normal; line-height: normal;"> </span></i></b><b><i>Snowball Sampling<span lang="EN-US">. </span></i></b>Adalah teknik penentuan sampel yang mula-mula jumlahnya kecil, kemudian membesar.</div>
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<b>Menentukan ukuran sampel<span lang="EN-US">. </span></b>Cara menentukan ukuran sampel seperti yang dikemukakan didasarkan atas asumsi bahwa populasi berdistribusi normal, bila tidak normal maka cara tersebut tidak perlu dipakai.</div>
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<b>Contoh menentukan ukuran sampel<span lang="EN-US">. </span></b>Misalnya:</div>
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1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Ukuran sampel yang layak dalam penelitian adalah antara 30 sampai dengan 500</div>
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2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Bila sampel dibagi dalam kategori (misalnya:pria-wanita, pegawai negeri-swasta dan lain-lain) maka jumlah anggota sampel setiap kategori minimal 30.</div>
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3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Bila dalam penelitian akan melakukan analisis dengan multivarite (korelasi atau regresi ganda misalnya), maka jumlah anggota sampel minimal 10 kali dari jumlah variabel yang diteliti</div>
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4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span>Untuk penelitian eksperimen yang sederhana, yang menggunakan kelompok eksperimen dan kelompok kontrol maka jumlah anggota sampel masing-masing antara 10 s/d 20</div>
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<b style="background-color: white; color: #333333; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Cara Mengambil anggota sampel</span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">. </span></b><span style="background-color: white; color: #333333; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;">Pengambilan sampel secara randum/acak dapat dilakukan dengan bilangan random, komputer, maupun dengan undian. Jika teknik pengambilan sampel adalah random, maka setiap anggota populasi diberi nomor terlebih dahulu, sesuai dengan jumlah anggota populasi.</span>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-91526995892476490242013-11-12T03:28:00.000-08:002013-11-12T03:28:14.464-08:00Assignment for X Class of MAT Terpadu YasinAWW<br />
Assignment for each of student are:<br />
1. Bring your SPU (Sistem Periodik Unsur) tabel at 19 November 2013 and dont forget to write your name.<br />
2. Print this assignment blog for each of group.<br />
3.Memorize Golongan IA until VIII A (Just Golongan A) on SPU.<br />
Thank You for your Attention,<br />
Your lovely teacher<br />
Mr. FaisholAnonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-85575689537440672532013-11-07T16:33:00.005-08:002013-11-07T16:33:55.040-08:00Flash on Movie<a href="http://www.youtube.com/watch?v=hw4wzwYeZ0Y">http://www.youtube.com/watch?v=hw4wzwYeZ0Y</a>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-28487867383039405182013-10-07T18:56:00.003-07:002013-10-07T18:56:55.046-07:00Rules and Expectation of Class in MTs Yasin Kebonagung<a href="http://www.4shared.com/file/W9Kh0QcY/RULES_AND_EXPECTATION_THE__CLA.html">http://www.4shared.com/file/W9Kh0QcY/RULES_AND_EXPECTATION_THE__CLA.html</a>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-87103785337731150932013-10-04T19:41:00.001-07:002013-10-04T19:41:07.141-07:00Mau Tingkatkan Belajar? Rangsang Minat Siswa Dengan Multimedia<div class="txt-detailberita" style="background-color: white; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; float: left; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin: 11px 0px 0px; padding: 5px 0px 25px; width: 468px;">
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REPUBLIKA.CO.ID, JAKARTA -- Nura Uma Annisa, pengajar di KB-TK Islam Al Azhar 22 Semarang, Jawa Tengah, berhasil menggunakan metode pembelajaran segar bagi murid-muridnya. Multimedia Pembelajaran Interaktif (MPI) sengaja disiapkan Nura untuk merangsang minat belajar anak didiknya.</div>
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<br style="margin: 0px; padding: 0px;" />Proses pembelajaran yang bersifat konvensional dirasa kurang menyenangkan. Pembelajaran yang hanya berpusat pada guru atau buku membuat murid bosan sehingga mereka mengeluh. "Kurangnya penggunaan media sebagai alat bantu mengajar membuat nilai rata-rata murid kurang memuaskan, terutama dalam pembelajaran tema Negaraku," ujarnya, kemarin. <br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Berdasarkan nilai raport, 60 persen siswa kelompok B TK Islam Al Azhar 22 Semarang memperoleh nilai rata-rata Mulai Berkembang (MB) pada pembelajaran tema Negaraku. Padahal, TK Islam Al Azhar 222 menargetkan nilai rata-rata pembelajaran ini adalah BSH (Berkembang Sesuai Harapan). <br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Oleh karena itu, diperlukan satu inovasi pembelajaran baru, salah satunya dengan pembuatan MPI Mari Mengenal Indonesia. "Lewat cara ini pembelajaran menjadi optimal dan nilai siswa menjadi sesuai target," ucapnya.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />MPI merupakan program yang digunakan sebagai alat bantu ajar TK dengan materi utama Negara Indonesia. Materi yang disajikan antara lain Bendera Indonesia, Lambang Negara Indonesia, Presiden dan Wakil Presiden Indonesia, Pahlawan Indonesia, Baju Adat Indonesia, Rumah Adat Indonesia, dan Kebudayaan Indonesia. <br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Penyampaian materi dilakukan dengan perpaduan gambar, suara, video, animasi dan game. "Bahan ini menarik perhatian murid, mereka sangat antusias," ucap perempuan yang pernah tampil dalam acara Kick Andy ini. Berkat inovasinya, Nura berkesempatan berpartisipasi dalam ajang<em style="margin: 0px; padding: 0px;">Microsoft Partners in Learning Global Forum 2012</em> di Prague, Czech Republik, pada 28 November hingga 1 Desember. <br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Nura berhasil menjadi pemenang untuk kategori Most Edutaining dalam ajang National Innovative Competition 2011 lewat karyanya "Mari Mengenal Indonesia". Dia juga pernah menyabet gelar juara dalam Microsoft Partners in Learning Asia Pacific Forum 2012 di Auckland, New Zealand, Maret lalu.</div>
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Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-17306191933063597102013-10-04T19:17:00.002-07:002013-10-04T19:17:13.951-07:00Inspirasi Kita: Kisah Orang Terkaya Dunia yang bangkrut Karena Suka Foya-Foya<img alt="Kisah Orang Terkaya Dunia yang Bangkrut Karena Suka Foya-foya" src="http://static.liputan6.com/201310/orang-terkaya-131005a.jpg" /><br />
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<strong>Liputan6.com, New York</strong> : Eike Batista, pria asal Brazil ini pernah tercatat sebagai orang terkaya ke-8 duniapada 2012. Saat itu, Batista mengantongi kekayaan sebesar US$ 34,5 miliar atau setara Rp Rp 392,6 triliun (kurs: Rp 11.381 per dolar AS).</div>
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Seperti dikutip dari <em>Business Week</em>, Sabtu (5/10/2013), Batista lahir di Governador Valadares, sebuah kota berpenduduk sekitar 260 ribu di Brazil, tetapi menghabiskan masa remaja di Eropa bersama keluarganya.Dalam setahun, Batista dinyatakan bangkrut. Dia tak hanya kehilangan uangnya, tapi juga memiliki sejumlah utang yang harus dibayar. Kenapa hal itu bisa terjadi? Yuk simak kisah berikut ini.</div>
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Pada awal 2012 dirinya telah memiliki lima perusahaan publik dan nantinya akan segera merampungkan perusahaan keenamnya. Seluruh perusahannya itu, ia kelola di bawah induk perushaan yang dinamakan EBX Group.</div>
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Kekayaan orang ini pada tahun lalu, bahkan melebihi kekayaan beberapa orang petinggi di negaranya yaitu Presiden Dilma Rouseff, Gubernur Rio Sergio Cabral dan Menteri Pertambangan dan Energi Edison Labao.</div>
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Batista saat itu memiliki beberapa proyek besar di Amerika salah satunya pembangunan pelabuhan Acu yang digadang-gadang akan menjadi pelabuhan terbesar di Amerika. Dia juga memiliki saham penuh di OGX Petroloe Gas, perusahaan independen pertama yang mampu memproduksi minyak dan gas di lepas pantai.</div>
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Pada tahun 2007 dirinya membeli sebuah kapal pesiar sepanjang 177 kaki dan kemudian dia modifikasi menjadi sebuah kapal pesiar sangat megah yang selalu dijadikan tempatnya untuk bersenang senang.</div>
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Namun sayangnya, semua itu hancur karena Batista terus bertahan dengan sifat keangkuhan dan pemikiran magisnya. Dia juga senang menghambur-hamburkan uangnya. Kini Batista berbalik menjadi orang yang menelan kebangkrutan paling besar dalam sejarah Brazil.</div>
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Ekonomi Brazil yang melambat pada 2012 kurang begitu diperhatikan Batista. Pada Juni 2012, OGX mengumumkan hanya mampu memproduksi kurang dari setengah dari kapasitas sebelumnya.</div>
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Akhirnya pada 1 oktober 2012, OGX tidak membayar US$45 juta bunga dari utang obligasinya. Batista terlihat juga telah menjual pesawat dan helikopternya. Kapal Pesiar yang super megahnya pun kini sudah tidak ditambatkan di pelabuhan di Rio de Jeneiro. Seorang broker kapal dari negeri Arab telah berhasil mengambil alih kepemilikan kapal tersebut.</div>
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Tidak hanya itu sebuah regulator sekuritas di Brazil juga menemukan Batista menjual 126,7 juta lembar saham OGX. Dengan begitu, kemungkinan OGX akan berhenti memompa minyak tahun depan. Sementara EBX Group telah menjadi milik sebuah perusahaan Asal Abu Dhabi.</div>
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Kini dia tidak lagi masuk dalam daftar orang terkaya dan telah menjadi bahan lelucon di Brazil. Saat dikonfimasi, Batista masih enggan mengomentari terkait hal itu. Dia menghabiskan beberapa bulan terakhir dengan dengan kesedihan dan penuh ratapan bahkan dirinya tak mengira hidupnya bakal berubah 180 derajat.</div>
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Namun pada September lalu, dengan percaya diri Batista mengatakan pada <em>Wall Street Journal</em> bahwa dirinya akan kembali sukses di masa mendatang dengan mengambil contoh Elon Musk pendiri PayPal (EBAY ) dan pembuat mobil listrik Tesla Motors ( TSLA ) yang juga pernah jatuh. (Yas/Ndw)</div>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-70226959111253679952013-10-04T19:13:00.001-07:002013-10-04T19:13:03.348-07:00Video Mekah dan Masjidil Haram Tahun 1885<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dw4vXal3LEG777UubGAKvdJ-CC1VWDbQGM1Hra3iDEbY2eonoQKXTG2We6y3DXWqmh5i3ogfS8KWQym2h8TRg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-70183818770449153142013-10-04T18:57:00.001-07:002013-10-04T18:57:03.249-07:00Potret Mekah Tahun 1885<div style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 23px;">
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<strong>Liputan6.com, Mekah</strong> : Jutaan umat muslim dari segala penjuru dunia saat ini telah tiba di kota Mekah dan Madinah, Saudi Arabia. Mereka melaksanakan rukun Islam kelima: haji.</div>
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<br />seperti <strong>Liputan6.com</strong> kutip dari situs <em>Emirates 24/7</em>, 27 September 2013, sebuah film berisi foto-foto tertua bagian barat Mekah kembali dipamerkan di Dubai pekan ini. Memotret kondisi kota Mekah, Ka'bah, dan Padang Arafah di musim haji tahun 1885, 128 tahun lalu.Menjadi tamu Allah dan beribadah di Baitullah, setidaknya sekali seumur hidup, adalah impian semua umat Islam, bahkan sejak ratusan tahun lalu.</div>
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Gambar-gambar itu diabadikan seorang dokter mata asal Irak, Al-Sayyid Abd al-Ghaffar atau Abdul Gaffar Al Baghdadi, dan orientalis Belanda, Christiaan Snouck Hurgronje --yang pernah memublikasikannya dalam sebuah pameran foto tahun 1889 di Eropa.</div>
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<strong>Snouck Hurgronje</strong></div>
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Sebelumnya, <em>CNN</em> pada 18 November 2010 pernah memublikasikan video ini dalam artikel berjudul,<em>"Adventurer's photos capture a bygone Mecca".</em></div>
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Selain foto berwarna sepia, Snouck Hurgronje juga merekam suara dari masa itu, menggunakan fonograf, mesin pertama yang dapat memainkan dan menyimpan suara, yang ditemukan oleh Thomas Alva Edison pada tahun 1877.</div>
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Dengan menjadi yang pertama memadukan foto dan suara, predikat baru pun pantas disandang Snouck Hurgronje --yang entah apa motivasinya-- memeluk Islam dan berganti nama menjadi Abdul Ghaffar: pelopor jurnalisme multimedia. Selain predikat lain yang sudah melekat pada dirinya, sebagai petualang, orang terpelajar, juga mata-mata.</div>
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Elie Domit, direktur kreatif galeri Empty Quarter, Dubai yang memamerkan karya itu pada tahun 2010 memuji hasil jepretan tersebut, juga suara yang berhasil direkam. "Bisa Anda bayangkan pergi ke sana (Mekah) dengan segala tantangan dan kesulitan untuk merekam momentum bersejarah itu? Sangat mengagumkan," kata dia.</div>
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Jangan kira kamera di masa itu enteng dan gampang ditenteng. Beratnya bisa mencapai 40 kilogram, belum lagi peralatan lain seperti kertas dan botol-botol bahan kimia --dengan komposisi campuran yang rumit.</div>
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Snouck Hurgronje tinggal di Mekah selama 5 bulan, mendokumentasikan haji. Namun, niatnya tinggal untuk berhaji tak kesampaian. Ia diusir menyusul tuduhan keterlibatannya dalam upaya pencurian artefak bersejarah.</div>
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Snouck pun pergi meninggalkan kameranya. Setelah kepergiannya, Al-Sayyid Abd al-Ghaffar menggunakannya dan mengirim hasil jepretannya ke Snouck di Belanda.</div>
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Empat tahun kemudian, pada 1889, foto-foto yang diarsipkan oleh Perpustakaan Leiden University dipublikasikan.</div>
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Lebih dari foto atau suara yang ia rekam, kisah hidup Snouck tak kalah menarik. Ia tak pernah mengaku sebagai mata-mata, meski banyak dokumen dan sejarawan yang mengklaimnya.</div>
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"Kemungkinan besar dia bekerja sebagai agen spionase dalam rangka untuk memberikan informasi kepada Belanda, yang berkepentingan menggali informasi tentang gerilyawan muslim yang berusaha untuk menggulingkan kolonialisme Belanda," kata Elie Domit. Belanda kala itu ingin menaklukkan rakyat Aceh.</div>
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Sepulang dari Hindia Belanda --sebelum menjadi Indonesia-- ia kemudian menjadi penasihat utama Belanda untuk urusan penaklukan pribumi di Nusantara, hingga kematiannya pada 16 Juli 1936. (Ein/Mut)</div>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-38481166703958606962013-10-04T00:39:00.001-07:002013-10-04T00:41:04.977-07:00Audio Learning (Audio Pembelajaran) MTs Yasin KebonagungPembelajaran IPA MTs<br />
"Badakku Yang Perkasa"<br />
<a href="http://www.4shared.com/mp3/NqNeOFo_/BadakkuYangPerkasa.html">Klik di sini</a>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-33451702171723733302013-10-04T00:16:00.005-07:002013-10-04T00:16:34.465-07:0027 Poin Hasil Konvensi UN<br />
<img src="http://assets.kompas.com/data/photo/2013/04/19/1038378-riz--hari-pertama-ujian-nasional--780x390.jpg" /><br />
<strong style="background-color: white; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">JAKARTA, KOMPAS.com</strong><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;"> - Kementerian Pendidikan dan Kebudayaan telah menggelar Konvensi Ujian Nasional (UN), di Gedung Kemdikbud, Jakarta. Konvensi yang berlangsung selama dua hari, 26-27 September 2013, serta dihadiri sedikitnya 350 peserta yang memiliki kepentingan dan peduli dengan pendidikan nasional.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">Sebelum acara ditutup, Ketua Pelaksana Konvensi UN Bambang Indrayanto membacakan hasil rumusan konvensi tersebut. Ia menegaskan, bahwa UN tetap dilaksanakan dalam rangka meningkatkan mutu pendidikan melalui peningkatan mutu lulusan sekolah sehingga mutu peserta didik bersaing baik di dalam negeri, regional, dan internasional.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">Peningkatan mutu ini dapat dicapai dengan 27 poin yang dirumuskan dalam Konvensi UN:</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">1. Pencapaian mutu sekolah dicapai dengan standar yang telah ditetapkan dan peningkatan standar secara berkala.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">2. Diadakannya UN mempunyai dasar hukum yang tercantum dalam peraturan perudang-undangan yang berlaku.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">3. Keberagaman kualitas sekolah di Indonesia memerlukan standar yang berlaku secara nasional yang pencapaiannya diukur melalui UN.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">4. UN mampu memberikan informasi pencapaian kompetensi sampai dengan ke tingkat sekolah dalam perbandingannya antar waktu, antar sekolah baik di tingkat kabupaten/kota, provinsi dan nasional sehingga dengan demikian dapat lebih tepat sasaran.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">5. Hasil UN dapat digunakan untuk memasuki jenjang pendidikan selanjutnya. Hasil UN tingkat SMA dapat digunakan untuk pemetaan dan pembinaan.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">6. Untuk menjamin krediilitasnya, maka UN harus diselengarakan secara institusional dan profesional oleh suatu lembaga independen, pencapaiannya dikembangkan melalui roadmap secara bertahap. Sebelum terbentuknya badan independen yang dimaksud, peran pemerintah pusat dalam hal ini meliputi Kementerian Pendidikan dan Kebudayaan, Kementerian Agama, dan Badan Standar Nasional Pendidikan (BSNP) penyelengaraan UN meliputi:</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">a. Penyusunan UN, pembuatan soal dengan melibatkan pendidik dan para ahli di bidangnya.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">b. Mekanisme yang ditetapkan oleh pemerintah pusat, jumlah paket soal adalah 20 dengan tingkat kesukaran setara.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">c. penyiapan bahan ujian mengikuti tahapan dan prosedur pengembangan standar, termasuk di dalamnya kisi-kisi penulisan soal, telaah, uji coba, analisis butir dan perakitan.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">7. Pengandaan dan distribusi soal dilaksanakan provinsi dengan pengawasan pemerintah pusat dan perguruan tinggi negeri serta perguruan tinggi swasta.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">8. Keberhasilan peran pemerintah pusat (seperti yang dimaksud butir ke tujuh) dan dukungan dari lembaga terkait. Yaitu DPR, Kementerian Keuangan, dan kepolisian. Ketika ada force major, penundaan pelaksanaan UN harus dilakukan secara nasional.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">9. Panitia penyelenggaraan UN terdiri dari panitia penyelenggara tingkat pusat, provinsi dan kabupaten/kota.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">10. Peran perguruan tinggi negeri dan swasta dalam UN meliputi pengawasan percetakan dan distribusi soal UN dari pendidikan dasar.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">11. Peran provinsi, dinas pendidikan dan Kantor Wilayah Kementerian Agama dalam UN meliputi penyiapan bahan, pelaksanaan, termasuk distribusi UN, penggandaan, pemindaian dan skoring.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">12. Peran kabupaten/kota dalam UN meliputi distribusi dari satuan pendidikan, pemindaian dan peran satuan pendidikan dalam UN meliputi penyiapan biodata peserta didik, penentuan calon pengawas ruang ujian dan pegawasan di ruang ujian.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">13. Peningkatan kredibilitas dan aksesibilitas UN dilakukan dengan cara peningkatan koordinasi pemerintah pusat, daerah, perguruan tinggi negeri dan swasta, satuan pendidikan negeri dan swasta dalam UN.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">Pendekatan sanksi hukum yang tegas akan dielaborasi tergantung kesalahan yang dilakukan.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">14. Pelaksanaan UN ke depan dilakukan melalui penjaminan aksesibilitas, kredibilitas dan akuntabilitas.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">15. Pembentukan lembaga mandiri profesional yang memiliki otoritas yang rintisan sistemnya melalui roadmap.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">16. Dalam penentuan kelulusan penggabungan nilai UN tetap pada komposisi 60-40 persen. Batas kelulusan standar nasional dari tahun ke tahun dinaikkan secara bertahap.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">17. Konstruksi soal UN terus menerus ditingkatkan sehingga dapat mengukur kemampuan peserta didik pada ranah kognitif yang lebih tinggi, kemampuan pada ranah afektif, kemampuan psikomotorik dan interaktif.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">18. Sasaran komposisi penggabungan nilai pada nilai kelulusan UN adalah 100 persen nilai UN dan 100 persen nilai sekolah dengan ketentuan bahwa semua peserta didik harus lulus di kedua nilai tersebut untuk dapat dinyatakan lulus pada jenjag penddidikan yang diikutinya. Sasaran ini akan dapat dicapai paling lama 5 tahun dengan pemenuhan delapan standar pendidikan.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">19. Pada penentuan kelulusan di tingkat sekolah, nilai rapor diberi nilai yang lebih tinggi dari UN dengan komposisi 70:30 yang diiringi dengan peningkatan kapasitas guru, terutama di bidang penilaian. Hal ini didasari pada nilai rapor merupaan hasil pengamatan berkesinambungan selama peserta didk mengikuti pendidikan pada jejang yang diikutinya.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">20. Nilai tiap semester pada sekolah dikirim ke dinas pendidikan kabupaten/kota, dan provinsi, serta ke Kementerian Agama melalui LPMP.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">21. Pengawasan dan pengamanan bahan ujian dilakukan dengan cara:</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">a. Pengawasan dalam penyusunan kisi-kisi yang dilakukan pusat.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">b. Perakitan paket soal diawasi BSNP.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">c. Serah terima master soal diselenggarakan penyelenggara pusat ke provinsi disaksikan perguruan tinggi negeri dan swasta, kepolisian dan kanwil.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">d. Selama master soal belum dicetak, pengamanan dan pengawasan menjadi tanggung jawab kepolisian.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">22. Pengelolaan data peserta UN dilakukan dengan cara:</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">a. Pengamanan nilai rapor dikirim setiap semester kepada Dinas Pendidikan kabupaten/kota dan provinsi.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">b. Pemerintah menetapkan dan menjalankan ketentuan serta sanksi yang tegas kepada dinas pendidikan yang tidak mengirimkan nilai rapor calon peserta UN sesuai ketentuan yang berlaku.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">c. Pemerintah menetapkan batas waktu penyerahan data UN dan nilai rapor.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">d. Pengiriman nilai rapor dilakukan secara online. Bagi sekolah yang belum memiliki data online akan dipertimbangkan pada era berikutnya. Akan ada penyesuaian agar online bisa dilakukan pada sekolah tersebut.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">23. Penggandaan dan distribusi soal dilakukan berpegang pada penanggung jawab dan pengisian UN yang diawasi pusat, serta pengawasan dilakukan oleh perguruan tinggi.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">Naskah soal UN disimpan di tempat yang dapat dijamin keamanannya untuk hindari kebocoran soal di daerah terpencil maka bahan UN diberikan lebih awal dan dijaga ketat oleh aparat keamanan perguruan tinggi.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">24. Pengawasan pada saat UN akan berpegang pada:</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">a. Pengawas pelaksanaan UN di satuan pendidikan akan diawasi perguruan tinggi, dewan pendidikan dan LPMP.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">b. Pengawas ruang ujian dilakukan secara silang oleh guru.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">c. Pengawas satuan pendidikan dan pengawas ruang ujian ditetapkan oleh perguruan tinggi yang berkorodinasi dengan dinas pendidikan.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">d. Aparat kepolisian saat pelaksanaan pengawasan tidak menggunakan pakaian dinas.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">e. Pengawas ruang yang melakukan pelanggaran wajib dikenakan sanksi.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">25. Pengolahan data hasil ujian akan mempertimbangkan:</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">a. Pemindaian SMA yang dilakukan oleh perguruan tinggi, SMP oleh dinas provinsi, dan sekolah dasar oleh dinas pendidikan kabupaten/kota dengan batuan polisi.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">b. Penskoran hasil UN dilakukan oleh penyelengara pusat yang diawasi BSNP.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">c. Validasi nilai sekolah dilakukan oleh penyelenggara pusat dan diawasi BSNP.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">26. Salah satu fungsi penting UN adalah untuk pemetaan, maka dari itu Kemdikbud segera melakukan analisis hasil UN dan didistribusikan ke semua provinsi di seluruh Indonesia dengan meminta kepada semua pihak untuk menggunakannya sebagai rujukan utama pengembangan pedidikan.</span><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><br style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;" /><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;">27. Perlu disusun pos penyelenggaraan UN yang komprehensif sebagai pedoman penyelenggaran nasional.</span><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;"></span><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;"></span><span style="background-color: white; color: #333333; font-family: 'Lucida Grande', 'Lucida Sans Unicode', sans-serif; font-size: 16px; line-height: 26px;"></span><br />
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Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-86819302536213356552013-10-03T08:39:00.001-07:002013-10-03T08:39:21.764-07:00Kajian "Khan’s Eight Dimensions of E-Learning Framework"<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Komponen e-Learning sebagai suatu
sistem pembelajaran berbantuan teknologi elektronik, menurut Badrul Khan (2001)
sebagai beirkut:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Lembaga
Penyelenggara (Institusional Issue);<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Artinya
adalah adanya unsure penyelenggara yang mengurusi masalah akademik, masalah
kesiswaan, masalah administrative, mulai dadri perencanaan, penganggaran,
implementasi secara keseluruhan, evaluasi dan monitoring dan lain-lain.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sistem
Pengelolaan (Management Issue);<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Artinya
adanya sistem pengelolaan yang terkait dengan pengelolaan lingkungan
pembelajaran dan distribusi informasi.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sistem
Pembelajaran (Pedagogical Issue);<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Aryinya
adanya sistem proses belajar dan mengajar yang meliputi apa yang dipelajari,
apa tujuan pembelajaran yang ingin dicapai, siapa yang belajar, bagaimana
strategi pembelajaran (desain, metode dan media dan atau teknologi yang
digunakan) untuk mencapai tujuan tersebut, dan bagaimana hasil belajar diukur
(evaluasi).<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Teknologi
yang Digunakan (Technological Issue);<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Hal
ini meliputi perencanaan dan penyiapan infrastruktur (internet, LAN, WAN,
koneksi, bandwidth, dll) yang diperlukan, hardware dan software (PC, server,
aplikasi software, dan lain-lain) terkait yang diperlukan, serta peripheral
pendukung lainnya.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sistem
Evaluasi (Evaluation Issue);<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Hal
ini meliputi evaluasi hasil pembelajaran maupun evaluasi program
penyelenggaraan dari eLearning itu sendiri secara keseleuruhan.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">6.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tampilan
e-Learning (Interface Design Issue);<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Hal
ini meliputi desain antar muka (interface design) yang meliputi tampilan
halaman situs, navigasi, konten, kemudahan penggunaan, interaktifitas,
kecepatan muat (loading speed), dan lain-lain.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">7.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Layanan
Bantuan Bahan Belajar dan Peserta (Resources Support Issue);<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Bagaimana
peserta e-Learning mendapatkan layanan bantuan yang segera (cepat dan tepat).<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">8.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Masalah
Etika (Ethical Issue);<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Dalam
prakteknya, e-Learning diselenggarakan dengan berbagai model. Oleh karena itu
ada sistem aturan yang mungkin berlaku secara umum (seperti masalah hak cipta,
hak kekayaan intelektual, dll) maupun aturan main yang berlaku khusus (seperti
sistem evaluasi, kebijakan khusus, dan lain-lain).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%; text-indent: 36pt;">Delapan komponen
yang disampaikan oleh Badrul Khan tersebut diatas akhirnya pada tahun 2012
ditindaklanjuti oleh Kementrian Pendidikan dan Kebudayaan dengan mengeluarkan
regulasi dalam bentuk Permendikbud No 24 tahun 2012 yang cukup jelas tentang
bagaimana pelaksanaan Pembelajaran Jarak Jauh (PJJ) atau dalam konteks Khan </span><b style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%; text-indent: 36pt;"><i>diartikan
dengan e-learning</i></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%; text-indent: 36pt;">.</span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Didalam
Permendikbud tersebut dijelaskan bahwa <b>Pendidikan
Jarak jauh adalah Pendidikan yang peserta didiknya terpisah dari pendidik dan
kegiatan pembelajarannya dilaksanakan dengan menggunakan berbagai sumber
belajar melalui teknologi informasi, komunikasi dan media lain.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sedangkan Proses
Pembelajaran Jarak Jauh diselenggarakan dengan:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Memanfaatkan
sumber belajar yan tidak harus pada satu tempat yang sama dengan peserta didik<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menggunakan
modus pembelajaran yang peserta didik dengan pendidiknya terpisah<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menekankan
belajar secara mandiri, terstruktur, dan terbimbing dengan menggunakan berbagai
sumber belajar<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Memanfaatkan
media pembelajaran berbasis teknologi informasi dan komunikasi sebagai sumber
belajar yang dapat diakses setiap saat; dan<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menekankan
interaksi pembelajaran berbasis teknologi informasi dan komunikasi, meskipun
tetap memungkinkan adanya pembelajaran tatap muka secara terbatas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Penyelenggaraan
Program Pendidikan jarak Jauh berbeda dengan Pendidikan kelas jauh,
penyelenggaraan program pendidikan jarak jauh harus dengan ijin Dirjen Dikti
setelah memenuhi persyaratan Permendikbud no. 24 tahun 2012, sedangkan
pendidikan kelas jauh hanya boleh diselenggarakan oleh prodi yang peroleh ijin
Mendikbud setelah memenuhi ketentuan dan persyaratan Permendiknas No. 20 Tahun
2011 tentang Penyelenggaraan Prodi di Luar Domisili Perguruan Tinggi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Clark dan Mayer
(2008) mendefinisikan e-Learning sebagai sebagai pembelajaran yang disampaikan
dengan computer melalui CD-ROM, internet atau intranet. Namun demikian mereka
menambakan karakteristik lain, yaitu termasuk didalamnya:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level2 lfo2; text-align: justify; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Adanya
konten atau materi pembelajaran yang relevan dengan tujuan pembelajaran;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">b.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menggunakan
metode pembelajaran yang sesuai;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">c.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menggunakan
media pembelajaran dalam berbagai format seperti teks, visual, video,
multimedia dan lain-lain;<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">d.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Dapat
terjadi secara sinkronous maupun asinkronous;<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Mengacu
pada beberapa definisi di atas dapatlah kita simpulkan bahwa e-Learning
merupakan istilah yang generik dan luas yang menjelaskan tentang penggunaan
berbagai teknologi elektronik untuk menyampaikan pembelajaran. Teknologi
tersebut dapat berupa computer, internet maupun intranet serta teknologi
elektronik lain seperti audio/radio, dan video/televisi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Banyak
hal yang mendorong mengapa e-learning menjadi salah satu pilihan untuk
peningkatan mutu pendidikan, antara lain pesatnya fasilitas teknologi
informasi, dan perkembangan pengguna internet di dunia saat ini berkembang
dengan cepat. Penggunaan internet menjadi suatu kebutuhan dalam mendukung
pekerjaan atau tugas sehari-hari. Apalagi dengan tersedianya fasilitas jaringan
(Internet infrastructure) dan koneksi internet (Internet Connections). Serta
tersedianya piranti lunak pembelajaran (management course tools). Juga orang
yang terampil mengoperasikan atau menggunakan internet semakin meningkat
jumlahnya (Soekartawi, 2002).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 19.0pt;">
<span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Ada empat hal yang perlu disiapkan sebelum
pemanfaatan internet untuk e-learning yaitu:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Melakukan penyesuaian kurikulum. Kurikulum sifatnya
holistik. Pengetahuan, keterampilan dan nilai (values) diintegrasikan dengan
kebutuhan di era informasi ini. Kurikulumnya bersifat competency based
curriculum.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Melakukan variasi cara mengajar untuk mencapai
dasar kompetensi yang ingin dicapai dengan bantuan komputer.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Melakukan penilaian dengan memanfaatkan
teknologi yang ada (menggunakan komputer, online assessment system)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Menyediakan material pembelajaran seperti
buku, komputer, multimedia, studio, dll yang memadai. Materi pembelajaran yang
disimpan di komputer dapat diakses dengan mudah baik oleh guru maupun siswa.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 19.0pt;">
<span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Dari berbagai pengalaman dan juga dari
berbagai informasi yang tersedia di literatur, memberikan penjelasan tentang
manfaat penggunaan internet, khususnya dalam pendidikan terbuka dan jarak jauh
(Soekartawi, 2002), antara lain dapat disebutkan sbb:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Tersedianya fasilitas e-moderating. Guru dan
siswa dapat berkomunikasisecara mudah melalui fasilitas internet secara regular
atau kapan saja kegiatan berkomunikasi itu dilakukan tanpa dibatasi oleh jarak,
tempat dan waktu.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Guru dan siswa dapat menggunakan bahan ajar
atau petunjuk belajar yang terstruktur dan terjadwal melalui internet, sehingga
keduanya bisa saling menilai sampai berapa jauh bahan ajar dipelajari.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Siswa dapat belajar atau me-review bahan ajar
setiap saat dan di mana saja kalau diperlukan mengingat bahan ajar tersimpan di
komputer.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Bila siswamemerlukan tambahan informasi
berkaitan dengan bahan yang dipelajarinya, ia dapat melakukan akses di internet
secara lebih mudah.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Baik guru maupun siswa dapat melakukan diskusi
melalui internet yang dapat diikuti dengan jumlah peserta yang banyak, sehingga
menambah ilmu pengetahuan dan wawasan yang lebih luas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.15pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">6.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Berubahnya peran siswa dari yang biasanya
pasif menjadi aktif Relatif lebih efisien. Misalnya bagi mereka yang tinggal
jauh dari perguruan tinggi atau sekolah konvensional, bagi mereka yang sibuk
bekerja, bagi mereka yang bertugas di kapal, di luar negeri, dsb-nya.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 19.0pt;">
<span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Walaupun demikian pemanfaatan internet untuk
pembelajaran atau elearning juga tidak terlepas dari berbagai kekurangan antara
lain:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Kurangnya interaksi antara guru dan siswa atau
bahkan antar siswa itu sendiri. Kurangnya interaksi ini bisa memperlambat
terbentuknya values dalam proses belajar dan mengajar.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">b.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Kecenderungan mengabaikan aspek akademik atau
aspek sosial dan sebaliknya mendorong tumbuhnya aspek bisnis<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">c.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Proses belajar dan mengajarnya cenderung ke
arah pelatihan bukan pendidikan.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">d.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Berubahnya peran guru dari yang semula
menguasai teknik pembelajaran konvensional, kini juga dituntut menguasai teknik
pembelajaran yang menggunakan internet.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">e.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Siswa yang tidak mempunyai motivasi belajar
tinggi cenderung gagal<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">f.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Tidak semua tempat tersedia fasilitas internet
(mungkin hal ini berkaitan dengan masalah tersedianya listrik, telepon ataupun komputer).<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">g.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US" style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Kurangnya tenaga yang mengetahui dan memiliki
keterampilan bidang internet dan kurangnya penguasaan bahasa komputer.<o:p></o:p></span></div>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-54676457650885131982013-10-03T08:35:00.004-07:002013-10-03T08:35:47.123-07:00Intel AS: `Shutdown` Bahayakan Keamanan Nasional<div class="first" style="background-color: white; font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22.453125px; padding: 0px;">
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<img alt="Intel AS: `Shutdown` Bahayakan Keamanan Nasional" src="http://l.yimg.com/bt/api/res/1.2/sqx_jVZB7w3AcfExPlT65A--/YXBwaWQ9eW5ld3M7Y2g9MzU1O2NyPTE7Y3c9NjIwO2R4PTA7ZHk9MDtmaT11bGNyb3A7aD0xMDk7cT04NTt3PTE5MA--/http://media.zenfs.com/id-ID/News/tempo/221888.jpg" /></div>
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<span style="color: #666666;">TEMPO.CO</span>, <span style="color: #666666;">Washington</span> - James Clapper, Direktur Intelijen Nasional Amerika Serikat, dan Ray Odierno, Kepala Staf Angkatan Darat AS, mengecam dampak dari penutupan sebagian layanan pemerintah federal. Clapper menyebut pembekuan pegawai di bidang intelijen menjadikan Amerika menjadi surga bagi perekrutan untuk agen mata-mata asing.</div>
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"Saya belum pernah melihat hal seperti ini sebelumnya. Dalam pandangan saya, saya pikir ini, di atas pemotongan angaran, ini secara serius membahayakan keselamatan dan keamanan bangsa," kata Clapper kepada Komite Kehakiman Senat dalam sidang yang dimaksudkan untuk membahas soal pengawasan pengintaian oleh badan National Security Agency (NSA), Rabu 2 Oktober 2013.</div>
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Para pejabat mengatakan bahwa sekitar 70 persen dari semua personel intelijen telah dipaksa untuk mengambil cuti tidak dibayar, termasuk 4.000 pegawai yang spesialis bidang komputer.</div>
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"Hal ini mempengaruhi kemampuan global kami untuk mendukung militer, untuk mendukung diplomasi, dan mendukung kebijakan kami. Dan bahaya ini, tentu saja, ini akan terakumulasi dari waktu ke waktu --kerusakan akan menjadi berbahaya. Jadi setiap hari yang berlalu, bahaya juga meningkat," kata Clapper .</div>
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Pejabat itu mengatakan badan intelijen sedang mengatur konseling keuangan untuk staf di tengah kerentanan yang tidak biasa ini.</div>
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"Ini adalah tanah impian bagi dinas intelijen asing untuk melakukan perekrutan, terutama karena pegawai kami, sudah banyak dari mereka dirumahkan tanpa digaji yang dipicu oleh oleh pemotongan anggaran, akan memiliki --saya percaya-- tantangan keuangan yang lebih besar," kata Clapper.</div>
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Jenderal Ray Odierno mengatakan bahwa penutupan pemerintah pertama sejak 1996, "berdampak signifikan bagi operasi sehari-hari" dari Angkatan Darat Amerika Serikat .</div>
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"Semakin lama berlangsung, semakin buruk yang kita hadapi. Setiap hari yang berlalu, kita kehilangan tenaga, kita kehilangan kemampuan, " kata Odierno kepada Reuters.</div>
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Militer AS saat ini merumahkan personel non-esensialnya tanpa digaji, khususnya mereka yang tidak terlibat dalam operasi yang sedang berlangsung di luar negeri.</div>
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Penutupan parsial layanan pemerintah federal AS, sejak 1 Oktober 2013 lalu, menyebabkan sekitar 800.000 pegawai pemerintah federal tak bekerja dan tak digaji setelah Kongres gagal mencapai kesepakatan soal pendanaan anggaran tahun depan. Pemicunya adalah karena pertentangan soal program paket kebijakan kesehatan Obamacare.</div>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-59110349867762495432013-10-03T07:13:00.002-07:002013-10-03T07:13:29.803-07:00Penangkapan Akil Mochtar Dimuat di Seluruh Dunia<h1 class="title" style="background-color: white; color: #111111; font-family: georgia, 'times new roman', times, serif; font-weight: 200; margin: 0px 0px 20px; padding: 0px;">
<img alt="Penangkapan Akil Mochtar Dimuat di Seluruh Dunia" src="http://statik.tempo.co/data/2012/11/21/id_152049/152049_620.jpg" style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;" /></h1>
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<strong>TEMPO.CO</strong>, <strong>Jakarta</strong> - Berita penangkapan Ketua Mahkamah Konstitusi, Akil Mochtar, di rumah dinasnya di Jalan Widya Chandra III Nomor 7, meluas hingga ke benua seberang. Nama Akil disebut dalam pemberitaan di media internasional, seperti<em>Aljazeera, Financial Times, Fox News, BBC, ABC Online,</em>hingga <em>Straits Times</em>.<br />Artikel di <em>Aljazeera</em> berjudul "Indonesian chief justice arrested for bribery" <a href="http://www.tempo.co/read/news/2013/10/03/063518716/Ini-Obrolan-Terakhir-Akil-Sebelum-Ditangkap-KPK" style="color: #2981c4; text-decoration: none;">menceritakan penangkapan seorang pimpinan Mahkamah Konstitusi akibat kasus penyuapan</a>. Berita itu menjelaskan secara singkat alasan penangkapan Akil. "Penyidik menemukan Rp 2-3 miliar di rumahnya," tulis<em>Aljazeera</em>, Kamis, 3 Oktober 2013.</div>
<span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">Surat kabar terkemuka di Amerika Serikat,</span><em style="color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> Financial Times,</em><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">menulis berita penangkapan Akil dengan judul besar.</span><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> </span><em style="color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">Financial Times</em><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> </span><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">menyebutkan kasus penangkapan petinggi negara ini sudah ketiga kalinya terjadi di Indonesia dalam setahun.</span><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> </span><br />
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Sebelum Akil, KPK menangkap mantan Kepala SKK Migas Rudi Rubiandini akibat menerima suap sebesar US$ 700 ribu dari perusahaan perdagangan minyak swasta pada Agustus. Sementara pada Januari lalu, KPK menangkap mantan Presiden PKS lantaran dituding menerima suap untuk mengamankan kontrak impor daging.<br /><em>Foxnews</em> Amerika juga mengangkat isu bahwa penangkapan pejabat tinggi negara oleh Komisi Pemberantasan Korupsi sudah tiga kali dalam tahun ini. "Akil Mochtar adalah salah satu figur level atas yang ditahan tahun ini dalam tudingan kasus korupsi," tulis<em> Foxnews.</em></div>
<span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">Selain itu, berita soal Akil juga ditulis oleh kantor berita asal Inggris,</span><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> </span><em style="color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">BBC. </em><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">Namun</span><em style="color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> BBC</em><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> </span><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">hanya mengulas alasan penangkapan secara umum. Kantor berita asal Australia,</span><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> </span><em style="color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">ABC Online,</em><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;"> </span><span style="background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 22px;">mengutip pernyataan mantan Ketua Mahkamah Konstitusi Mahfud Md. yang mengaku masih gamang saat menerima berita penangkapan Akil.</span>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-7656736419467003102013-09-25T09:11:00.004-07:002013-09-25T09:11:44.810-07:00Sistem Pembelajaran dalam Standar Proses Pendidikan<div class="MsoNormalCxSpFirst" style="margin-bottom: 0.0001pt;">
<b><span style="font-size: 14.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Faishol Nur<o:p></o:p></span></span></b></div>
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<b><span style="font-size: 14.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">September 2013<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Sistem Pembelajaran adalah Suatu kesatuan
komponen yang satu sama lain saling berkaitan untuk mencapai suatu hasil
kegiatan pembelajaran yang diharapkan.</span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Dalam pendekatan sistem, pembelajaran
merupakan suatu kesatuan dari komponen-komponen pembelajaran yang tidak dapat
dipisahkan antara satu dengan yang lain, karena satu sama lain saling
mendukung. Komponen-komponen tersebut dapat menunjang kualitas pembelajaran.
Menurut Oemar Hamalik (2001: 77) pembelajaran sebagai suatu sistem artinya
suatu keseluruhan dari komponen-komponen yang berinteraksi dan berinterelasi
antara satu sama lain dan dengan keseluruhan itu sendiri untuk mencapai tujuan
pembelajaran yang telah ditetapkan sebelumnya.<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Pembelajaran sebagai suatu sistem yang
komponen-komponennya terdiri dari: (1) Siswa, (2) Guru, (3) Tujuan, (4) Materi,
(5) Metode, (6) Sarana/Alat, (7) Evaluasi, dan (8) Lingkungan/konteks.
Masing-masing komponen itu sebagai bagian yang berdiri sendiri, namun dalam
berproses di kesatuan sistem mereka saling bergantung dan bersama-sama untuk
mencapai tujuan. (Soetopo, 2005: 143).<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Kedelapan komponen tersebut rupanya tidak ada
satupun komponen yang dapat dipisahkan satu sama lain karena dapat
mengakibatkan tersendatnya proses belajar-mengajar. Misalnya pengajaran tidak
dapat dilakukan di ruang yang tidak jelas, tanpa siswa, tanpa tujuan, tanpa
bahan ajar.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Masing-masing komponen dalam pembelajaran
dapat dijelaskan sebagai berikut.<o:p></o:p></span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Siswa<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Teori didaktik metodik telah bergeser dalam
menempatkan siswa sebagai komponen proses belajar mengajar (PBM). Siswa yang
semula dipandang sebagai objek pendidikan bergeser sebagai subjek pendidikan.
Sebagai subjek, siswa adalah kunci dari semua pelaksanaan pendidikan. tiada
pendidikan tanpa anak didik. Untuk itu siswa harus dipahami dan dilayani sesuai
dengan hak dan tanggung jawabnya sebagai siswa.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Siswa adalah individu yang unik, mereka
merupakan kesatuan psiko-fisis yang secara sosiologis berinteraksi dengan teman
sebaya, guru, pengelola sekolah, pegawai administrasi, dan masyarakat pada
umumnya. Mereka datang ke sekolah telah membawa potensi psikologis dan latar
belakang kehidupan sosial. Masing-masing memiliki potensi dan kemampuan yang
berbeda. Potensi dan kemampuan inilah yang harus dikembangkan oleh guru.
(Sardiman, 2001: 109)<o:p></o:p></span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Guru<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Guru adalah sebuah profesi. Oleh karena itu,
pelaksanaan tugas guru harus profesional. Walaupun guru sebagai seorang
individu yang memiliki kebutuhan pribadi dan memiliki keunikan tersendiri
sebagai pribadi, namun guru mengemban tugas mengantarkan anak didiknya mencapai
tujuan. Untuk itu guru harus menguasai seperangkat kemampuan yang disebut
dengan kompetensi guru. Oleh karena itu, tidak semua orang bisa menjadi guru
yang profesional. Kompetensi guru itu mencakup kemampuan menguasai siswa,
menguasai tujuan, menguasai metode pembelajaran, menguasi materi, menguasai
cara mengevaluasi, menguasai alat pembelajaran, dan menguasai lingkungan belajar.
(Soetopo, 2005: 144).<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Guru memiliki peran yang sangat penting dalam
proses belajar mangajar. Menurut Usman (1990:7) ada empat peran guru dalam
pembelajaran, yaitu: (1) sebagai demonstrator, lecturer (pengajar), (2) sebagai
pengelola kelas, (3) sebagai mediator dan fasilitator, dan (4) sebagai
motivator.<o:p></o:p></span></span></div>
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<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: blue;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">Aspek yang
mempengaruhi kualitas pembelajaran Guru Menurut Dunkin (1974) :</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: blue;"><span lang="EN-US" style="font-family: "Wingdings 3"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Wingdings 3"; mso-fareast-font-family: "Wingdings 3";">}<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Teacher Formative Experience : meliputi jenis
kelamin dan latar belakang sosial budaya.<o:p></o:p></span></span></div>
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<!--[if !supportLists]--><span style="color: blue;"><span lang="EN-US" style="font-family: "Wingdings 3"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Wingdings 3"; mso-fareast-font-family: "Wingdings 3";">}<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Teacher Training Experience : meliputi
pengalaman yang behubungan dg aktivitas dan latar belakang pendidikan Guru.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: blue;"><span lang="EN-US" style="font-family: "Wingdings 3"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Wingdings 3"; mso-fareast-font-family: "Wingdings 3";">}<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Teacher Properties : segala sesuatu yang
berhubungan dengan sifat/sikap yang dimiliki Guru. <o:p></o:p></span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Tujuan<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Tujuan yang harus dipahami oleh guru meliputi
tujuan berjenjang mulai dari tujuan pendidikan nasional, tujuan institusional,
tujuan kurikuler, tujuan umum pembelajaran sampai tujuan khusus pembelajaran.
Proses pembelajaran tanpa tujuan bagaikan hidup tanpa arah. Oleh sebab itu,
tujuan pendidikan dan pembelajaran secara keseluruhan harus dikuasai oleh guru.
Tujuan disusun berdasarkan ciri karakteristik anak dan arah yang ingin dicapai.<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Tujuan belajar adalah sejumah hasil belajar
yang menunjukkan bahwa siswa telah melakukan perbuatan belajar, yang umumnya
meliputi pengetahuan, keterampilan dan sikap-sikap yang baru yang diharapkan
tercapai oleh siswa (Hamalik, 2003: 73).<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Lebih lanjut menurut Oemar Hamalik (2003: 73)
bahwasannya komponen tujuan pembelajaran, meliputi: (1) tingkah laku, (2)
kondisi-kondisi tes, (3) standar (ukuran) perilaku.<o:p></o:p></span></span></div>
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<span style="color: blue;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-size: 12pt; line-height: 150%;"> </span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Materi<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Materi pembelajaran dalam arti yang luas tidak
hanya yang tertuang dalam buku paket yang diwajibkan, akan tetapi mencakup
keseluruhan materi pembelajaran. Setiap aktivitas belajar-mengajar harus ada materinya.
Anak yang sedang field-trip di kebun menggunakan materi jenis tumbuhan dan
klasifikasinya. Anak yang praktikum di laboratorium menggunakan materi simbiose
katak. Semua materi pembelajaran harus diorganisasikan secara sistematis agar
mudah dipahami oleh anak. Materi disusun berdasarkan tujuan dan karakteristik
siswa.<o:p></o:p></span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Metode<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Metode mengajar merupakan cara atau teknik
penyampaian materi pembelajaran yang harus dikuasai oleh guru. Metode mengajar
ditetapkan berdasarkan tujuan dan materi pembelajaran, serta karakteristik
anak.<o:p></o:p></span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Sarana/Alat/Media<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Agar materi pembelajaran lebih mudah dipahami
oleh siswa, maka dalam proses belajar-mengajar digunakan alat pembelajaran.
Alat pembelajaran dapat berupa benda yang sesungguhnya, imitasi, gambar, bagan,
grafik, tabulasi dan sebagainya yang dituangkan dalam media. Media itu dapat
berupa alat elektronik, alat cetak, dan tiruan. Menggunakan sarana atau alat
pembelajaran harus disesuaian dengan tujuan, anak, materi, dan metode
pembelajaran.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Oleh karena itu diperlukan tenaga pengajar
yang memiliki kemampuan dan kecakapan yang memadai (Asnawir, 2002: 17)
diperlukan tenaga pengajar yang handal dan mempunyai kemampuan (capability)
yang tinggi.<o:p></o:p></span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Evaluasi<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Evaluasi dapat digunakan untuk menyusun
graduasi kemampuan anak didik, sehingga ada penanda simbolik yang dilaporkan
kepada semua pihak. Evaluasi dilaksanakan secara komprehensif, obyektif,
kooperatif, dan efektif. Dan evaluasi dilaksanakan berpedoman pada tujuan dan
materi pembelajaran.<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Guru harus melakukan evaluasi terhadap hasil
tes dan menetapkan standar keberhasilan. Sebagai contoh, jika semua siswa sudah
menguasai kompetensi dasar, maka pelajaran dapat dilanjutkan dengan catatan
guru memberikan perbaikan (remidial) kepada siswa yang belum mencapai
ketuntasan. Dengan adanya evaluasi, maka dapat diketahui kompetensi dasar,
materi, atau individu yang belum mencapai ketuntasan. (Madjid, 2005: 224)<o:p></o:p></span></span></div>
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<b><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Lingkungan<o:p></o:p></span></span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Lingkungan pembelajaran merupakan komponen PBM
yang sangat penting demi suksesnya belajar siswa. Lingkungan ini mencakup
lingkungan fisik, lingkungan sosial, lingkungan alam, dan lingkungan psikologis
pada waktu PBM berlangsung. Semua komponen pembelajaran harus dikelola
sedemikian rupa, sehingga belajar anak dapat maksimal untuk mencapai hasil yang
maksimal pula.<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Mengelola lingkungan pembelajaran baik di
kelas maupun di luar kelas bukan merupakan tugas yang ringan. Oleh karenanya
guru harus banyak belajar. Doyle (1986) berpendapat bahwa hal-hal yang
menyebabkan pengelolaan kelas mempunyai beberapa dimensi. Seperti penelitian
yang dilakukan oleh Emersen, Everston dan Anderson (1980), peristiwa yang
terjadi pada waktu awal-awal sekolah banyak berpengaruh terhadap pengelolaan
kelas pada tingkat-tingkat berikutnya.<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Borden (2001: 71) menyarankan agar setiap anak
mempunyai ruang gerak sedikitnya tiga meter persegi. Madrasah Jenderal Sudirman
memiliki ruang kelas yang cukup representative yaitu dengan ukuran 6 x 8 meter
persegi.<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Adapun menurut Oemar Hamalik (2001: 77),
komponen-komponen pembelajaran meliputi tujuh aspek yaitu: (1) tujuan
pendidikan dan pengajaran, (2) peserta didik atau siswa, (3) tenaga
kependidikan khususnya guru, (4) perencanaan pengajaran sebagai suatu segmen
kurikulum, (5) strategi pembelajaran, (6) media pembelajaran, dan (7) evaluasi
pembelajaran.<o:p></o:p></span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Proses pembelajaran ditandai dengan adanya
interaksi antara komponen. Misalnya komponen peserta didik berinteraksi dengan
komponen guru, metode/media, perlengkapan/peralatan, dan lingkungan kelas yang
mengarah kepada pencapaian tujuan pembelajaran.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="color: blue;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Sedangkan menurut Suharsini Arikunto (1990:
216), berpendapat bahwa unsur-unsur atau komponen-komponen yang dapat mendukung
kualitas pembelajaran, maka perlu diperhatikan unsur-unsur yang secara langsung
berkaiatan dengan berlangsungnya proses belajar tersebut terdiri atas 6
komponen, yaitu: guru, siswa, kurikulum, konteks, metode, dan sarana. </span><span style="font-size: 12pt; line-height: 150%;">nampaknya setiap unsur
dapat dikatakan penting dan menentukan. Namun apabila dicermati lebih mendalam
satu persatu unsur-unsur selain guru, yakni konteks, siswa, kurikulum, metode,
dan sarana, tidak dapat menunjukkan peran yang berbeda tanpa mengubah
posisinya, namun disisi lain guru yang profesional mampu mengubah, mengupayakan
atau memanipulasi ke-5 (lima) variabel tersebut untuk kepentingan pembelajaran
yang ia kehendaki.</span></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">• Guru, konteks, siswa, kurikulum, metode,
media, sarana adalah unsur yang dapat berpengaruh kepada kualitas belajar dan
pembelajaran.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">• Guru merupakan satu-satunya unsur yang mampu
mengubah unsur-unsur lain menjadi bervariasi. Sebaliknya unsur-unsur yang lain
tidak dapat mengubah guru menjadi bervariasi.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">• Guru merupakan unsur yang mempunyai peran
amat penting bagi terwujudnya pembelajaran, menurut kualitas yang dikehendaki.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Menurut pandangan penulis, kedua pandangan
tersebut jika dipahami lebih mendalam akan ditemukan persamaan-persamaan.
Diantaranya istilah lingkungan pembelajaran menurut Soetopo dalam perspektif
Arikunto disebut dengan istilah konteks, kemudian Arikunto juga tidak
menyebutkan komponen evaluasi.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Kalau dicermati lebih jauh, komponen kurikulum
yang dipakai oleh Arikunto mengisyaratkan adanya evaluasi, karena dalam
perencanaan kurikulum pasti terdapat evaluasi. Istilah kurikulum oleh Soetopo
dipecah menjadi dua yaitu materi dan evaluasi pembelajaran.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Penulis menggunakan konsep yang dikemukakan
oleh Soetopo yang menyatakan bahwa komponen pembelajaran mencakup (1) Siswa,
(2) Guru, (3) Tujuan, (4) Materi, (5) Metode, (6) Sarana/Alat, (7) Evaluasi,
dan (8) Lingkungan/konteks. Merupakan suatu kesatuan yang tidak dapat
dipisahkan dalam rangka mencapai tujuan pembelajaran secara efektif dan
efisien.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">Dengan semakin maraknya sekolah unggul yang
menerapkan metode Quantum Teaching and Learning (QTL) dalam pembelajaran, maka
keberadaan delapan komponen sebagaimana yang dikemukakan oleh Soetopo menjadi
hal yang tidak dapat dipisahkan dan dikesampingkan untuk mencapai kualitas
pembelajaran sebagaimana yang diharapkan.<o:p></o:p></span></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="color: blue;">REFERENSI;<o:p></o:p></span></span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="background-color: white; background-position: initial initial; background-repeat: initial initial; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify; vertical-align: baseline;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="color: blue;">A.M, Sardiman. 2001. <i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">Interaksi dan Motivasi Belajar Mengajar</span></i>. Jakarta :
Raja Grafindo Persada.<o:p></o:p></span></span></li>
<li class="MsoNormal" style="background-color: white; background-position: initial initial; background-repeat: initial initial; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-size: 12pt;"><span style="color: blue;">Hamalik,Oemar. Dr. Prof,2001, Proses Belajar Mengajar.
Bandung:Balai Pustaka</span></span></li>
</ul>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-88242714423782241322013-09-24T22:32:00.000-07:002013-09-24T22:32:00.367-07:00DPR Ancam Coret Anggaran UN 2014<b>SM Cetak - Berita Utama</b><br />
<div class="date">
25 September 2013</div>
<h1>
</h1>
SUARA MERDEKA<br clear="all" />
JAKARTA - DPR mengancam tidak menyetujui anggaran ujian nasional
(UN) selama Kementerian Pendidikan dan Kebudayaan (Kemendikbud) tidak
mematuhi putusan hukum yang tertuang dalam amar putusan MA.<br />
’’Kalau
amar putusan hukum itu klir, DPR harus bersepakat bahwa anggaran ujian
nasional untuk tidak disetujui,” ujar anggota komisi X DPR, Rohmani saat
konvensi rakyat “Evaluasi Satu Dasawarsa Ujian Nasional”, di Gedung
Joeang, Jakarta, kemarin.<br />
Seperti diketahui, tahun 2009 lalu MA
telah mengeluarkan amar putusan tentang penyelenggaraan UN. Dalam amar
tersebut disebutkan, “Memerintahkan kepada para tergugat untuk
meningkatkan kualitas guru, kelengkapan sarana dan prasarana
sekolah, akses informasi yang lengkap di seluruh daerah di Indonesia,
sebelum mengelurkan kebijakan pelaksanaan ujian nasional lebih lanjut”.
Putusan MA tersebut menguatkan Putusan Pengadilan Tinggi Nomor
377/PDT/2007/PT.DKI, yang menguatkan Putusan Pengadilan Negeri Nomor
228/Pdt.G/ 2006/PN.JKT.PST.<br />
Dirinya menegaskan, seluruh masyarakat
Indonesia harus taat terhadap putusan hukum yang ada. Untuk itu,
pihaknya juga memiliki tanggung jawab untuk mendorong pemerintah guna
melaksanakan keputusan hukum itu.<br />
“Kalau amar putusan itu jelas UN
itu cacat hukum, artinya DPR juga harus mematuhi hukum. Ketika DPR
menyetujui anggaran, sama saja DPR tidak mematuhi amar putusan MA,’’
jelasnya.<br />
Dikatakan, DPR memiliki hak anggaran. Untuk itu, harus
tercipta kemauan politik bagi DPR untuk menahan atau meloloskan
anggaran UN tersebut. ’’Kalau DPR tidak setuju, tidak mungkin cair uang
itu. Kami nanti ingin kepada teman-teman DPR setujui anggaran 2014 di
Kemdikbud minus UN,’’ tegas Rohmani.<br />
Pemerataan Mutu<br />
Sementara
itu, aktivis Koalisi Reformasi Pendidikian (KRP), Retno Listyarti
mengatakan, pihaknya akan mengajukan judicial review atas Undang-Undang
APBN 2014 yang saat ini masih disusun oleh DPR. Menurutnya, hal itu
menjadi solusi terakhir untuk menggagalkan penyelenggaraan UN.<br />
’’Putusan
MA yang sudah inkrah itu akan kami jadikan landasan untuk mengajukan
judisial review atas UU APBN ketika sudah diketok nanti. Kami harap
dapat membatalkan anggaran yang khusus untuk penyelangaraan UN,’’
tegasnya.<br />
Menanggapi hal itu, Rohmani mengatakan, hal itu mungkin
saja terjadi. “Itu mungkin saja. Untuk anggaran masih ada peluang,
karena UU APBN biassanya rampung Desember,” imbuh Rohmani.<br />
Praktisi
pendidikan, Elin Driana, pemerintah selalu beralasan pelaksanaan UN
untuk melakukan pemetaan. Akan tetapi, pemetaan secara nasional belum
dapat terwujud jika belum tercipta pemerataan mutu dan kualitas
pendidikan.<br />
“Apa bisa mengukur mutu pendidikan dengan UN. Kalau
bicara mutu itu keseluruhan, mulai dari sarana prasana, kualitas guru,
standar isi, materi, bukan sekedar bicara lulusan,” tegasnya.<br />
Dijelaskan,
terdapat data yang menyebutkan bahwa sebanyak 75 persen sekolah di
Indonesia belum mencapai standar mutu. “Artinya harus ada cara lain jika
mutu belum tercapai,” imbuhnya.<br />
Menurutnya, evaluasi dan
penilaian tidak hanya sekadar angka, namun proses pembelajaran harus
menjadi bagian penting. “Evaluasi itu diukur dari sebuah proses,” tambah
Elin.<br />
Pengamat pendidikan dari Ikatan Pendidikan Guru Indonesia,
Itje Chodidjah mengatakan, jika bicara evaluasi sekolah harus
diberdayakan, karena penilaian merupakan bagian dari proses. Evaluasi
itu untuk melakukan kontrol semuanya, bukan hanya siswa.<br />
Dari
perspektif pembelajaran, UN membunuh kreatifitas guru dan membodohkan
sistem belajar mengajar. Pasalnya, siswa hanya difokuskan untuk mengisi
soal tanpa mengembangkan nalar. (K32-90)Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-34393219343227763322013-09-24T22:04:00.003-07:002013-09-24T22:04:58.741-07:00Presiden Resmikan Tol Bali Mandara<h1 class="judul-content">
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<img alt=" Presiden Resmikan Tol Bali Mandara" class="foto-artikel" src="http://image2.tempointeraktif.com/?id=222430" /></div>
<b> </b>Selasa, 24 September 2013<br />
Tempo.com<br />
<b>NUSA DUA</b>
-- Presiden Susilo Bambang Yudhoyono meresmikan jalan tol Nusa
Dua-Ngurah Rai Benoa, Bali, kemarin. Ia memberi nama jalan bebas
hambatan itu sebagai Jalan Tol Bali Mandara. "Bali Mandara, Bali yang
agung. Bali yang maju, aman, damai, dan sejahtera," kata Yudhoyono
ketika meresmikan jalan tol itu. <br /><br />
<br />
Jalan Tol Bali Mandara, menurut Yudhoyono, akan menjadi daya
tarik khusus bagi wisatawan. Selain itu, kata dia, jalan tol Bali
Mandara akan menjadi ikon wisata baru di Bali. "Jalan tol ini juga
menjadi sarana pendukung KTT APEC yang akan diselenggarakan pada Oktober
mendatang," kata Presiden.<br /><br />
<br />
Presiden ditemani Ibu Negara Ani Yudhoyono dan Gubernur Bali
menjadi pengguna pertama jalan tol tersebut. Mereka membayar tol dengan
menggunakan E-Toll Card. Jalan tol sepanjang 12,5 kilometer ini dibangun
dengan biaya sekitar Rp 2,4 triliun. <br /><br />
<br />
Setelah peresmian, jalan tol akan digratiskan selama sepekan
sebagai masa uji coba bagi masyarakat. Selanjutnya, pemberlakuan tarif
resmi akan dimulai pada 1 Oktober. Rinciannya, sepeda motor dikenai Rp
4.000, kendaraan pribadi Rp 10 ribu, kendaraan truk bergardan dua Rp 15
ribu, kendaraan bergardan tiga Rp 20 ribu, kendaraan bergardan empat Rp
25 ribu, dan kendaraan bergardan lima dikenai tarif Rp 30 ribu. <br /><br />
<br />
Menteri Pekerjaan Umum Djoko Kirmanto mengatakan pembangunan
jalan tol itu antara lain untuk mengurangi kemacetan, mendukung
fasilitas transportasi dan pariwisata, mempermudah akses yang
menghubungkan pusat-pusat kegiatan, mempermudah akses pusat kegiatan,
mempermudah akses ke Bandara Ngurah Rai, mendorong mobilitas barang dan
jasa, serta menstimulasi pertumbuhan ekonomi daerah.<br /><br />
<br />
Menurut Djoko, tol itu dibangun oleh tenaga kerja Indonesia,
teknologi Indonesia, dan pembiayaan dalam negeri. "Bisa untuk kendaraan
roda empat dan roda dua dengan jalur terpisah." <b>PUTU HERY | ANTARA </b></div>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-30313272998775548732013-09-24T19:48:00.002-07:002013-09-24T19:50:44.057-07:00Tugas Mata Pelajaran Bahasa Inggris Kelas 9 A MTs Yasin Kebonagung<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHtKGMxIBUXuf5EKV84q6LG1zH3vEBVqqr7Ntr3O0UXU0fUcCbyDVVxn56tCZruL4IQ9bBMM0CRHO4Is9yl0_OmKySDd9VEeNDxOdH0xKxklJ13oWbrAniEmbN9U_4gvzZATSAEebM8fOW/s1600/Indonesia+National+Monument+MONAS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHtKGMxIBUXuf5EKV84q6LG1zH3vEBVqqr7Ntr3O0UXU0fUcCbyDVVxn56tCZruL4IQ9bBMM0CRHO4Is9yl0_OmKySDd9VEeNDxOdH0xKxklJ13oWbrAniEmbN9U_4gvzZATSAEebM8fOW/s320/Indonesia+National+Monument+MONAS.jpg" width="320" /></a></div>
<span style="background-color: white; border: 0px; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span>
<span style="background-color: white; border: 0px; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px; margin: 0px; padding: 0px; vertical-align: baseline;">A.W.W</span><br />
<span style="background-color: white; border: 0px; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px; margin: 0px; padding: 0px; vertical-align: baseline;">Describe a picture below with your own word !!!</span><br />
<span style="background-color: white; border: 0px; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px; margin: 0px; padding: 0px; vertical-align: baseline;">at least/minimal fifty words on folio paper.</span><br />
<span style="background-color: white; border: 0px; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px; margin: 0px; padding: 0px; vertical-align: baseline;">this assignment must be collected at Thursday, 3 October 2013</span><br />
<span style="background-color: white; border: 0px; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px; margin: 0px; padding: 0px; vertical-align: baseline;">your most handsome English teacher;</span><br />
<span style="background-color: white; border: 0px; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px; margin: 0px; padding: 0px; vertical-align: baseline;">Mr. Faishol</span>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com1tag:blogger.com,1999:blog-3926270179697682771.post-48849310002122585812013-09-24T19:29:00.002-07:002013-09-24T19:32:54.081-07:00Tugas Mata Pelajaran Bahasa Inggris Kelas 9 C MTs Yasin Kebonagung Demak<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_Ii3SSjBWNy2MEUC39SXZW8sC6xkjNRNAYM7yuNyITJ4Da81SPzC8hezftq3LACso-U-1xTK0Qi9eRpALg8c_L4cjz1iggzi82Lz9X_Ft2lyq_k39MeV9ZZoH1ycMKNHrkjdzmIjVX0jm/s1600/masjidil-haram-mekah-saudi-arabia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_Ii3SSjBWNy2MEUC39SXZW8sC6xkjNRNAYM7yuNyITJ4Da81SPzC8hezftq3LACso-U-1xTK0Qi9eRpALg8c_L4cjz1iggzi82Lz9X_Ft2lyq_k39MeV9ZZoH1ycMKNHrkjdzmIjVX0jm/s320/masjidil-haram-mekah-saudi-arabia.jpg" width="320" /></a></div>
<span style="background-color: white; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px;"><br /></span>
<span style="background-color: white; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px;">A.W.W</span><br />
<span style="background-color: white; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px;">Describe a picture below with your own word !!!</span><br />
<span style="background-color: white; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px;">at least/minimal fifty words on folio paper.</span><br />
<span style="background-color: white; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px;">this assignment must be collected at Wednesday, 2 October 2013</span><br />
<span style="background-color: white; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px;">your most handsome English teacher;</span><br />
<span style="background-color: white; font-family: Lato, sans-serif; font-size: 13px; line-height: 19px;">Mr. Faishol</span>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-13798889887330923932013-09-24T18:50:00.001-07:002013-09-24T18:50:46.002-07:00Teori Belajar Behavorisme, Kognitivisme, Konstruktivisme<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
Behavorisme<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
belajar Behaviorisme adalah sebuah teori yang dicetuskan oleh Gage dan Berliner
tentang perubahan tingkah laku sebagai hasil dari pengalaman.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
ini lalu berkembang menjadi aliran psikologi belajar yang berpengaruh terhadap
arah pengembangan teori dan praktek pendidikan dan pembelajaran yang dikenal
sebagai aliran Behaviorisme. Aliran ini menekankan pada terbentuknya perilaku
yang tampak sebagai hasil belajar.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
Behaviorisme dengan model hubungan stimulus-responnya, mendudukkan orang yang
belajar sebagai individu yang pasif. Respon atau perilaku tertentu dengan
menggunakan metode pelatihan atau pembiasaan semata. Munculnya perilaku akan
semakin kuat bila diberikan penguatan dan akan menghilang bila dikenai hukuman.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut
teori Behaviorisme belajar adalah perubahan tingkah laku sebagai hasil dari
pengalaman (Gage, Berliner, 1984) Belajar merupakan akibat adanya interaksi
antara stimulus dan respon (Slavin, 2000). Seseorang dianggap telah belajar
sesuatu jika dia dapat menunjukkan perubahan perilakunya. Menurut teori ini
dalam belajar yang penting adalah input yang berupa stimulus dan output yang
berupa respon. Stimulus adalah apa saja yang diberikan guru kepada siswa,
sedangkan respon berupa reaksi atau tanggapan siswa terhadap stimulus yang
diberikan oleh guru tersebut. Proses yang terjadi antara stimulus dan respon
tidak penting untuk diperhatikan karena tidak dapat diamati dan tidak dapat
diukur. Yang dapat diamati adalah stimulus dan respon, oleh karena itu apa yang
diberikan oleh guru (stimulus) dan apa yang diterima oleh siswa (respon) harus
dapat diamati dan diukur. Teori ini mengutamakan pengukuran, sebab pengukuran
merupakan suatu hal penting untuk melihat terjadi atau tidaknya perubahan
tingkah laku tersebut.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
Kognitivisme<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
kognitif berpendapat bahwa belajar tidak sekedar melibatkan hubungan antara
stimulus dan respon. Lebih dari itu belajar adalah melibatkan proses berpikir
yang sangat kompleks. Ilmu pengetahuan dibangun dalam diri seseorang melalui
proses interaksi yang bersinambungan dengan lingkungan. Proses ini tidak
berjalan terpatah-patah, terpisah-pisah, tapi melalui proses yang mengalir,
bersambung-sambung, dan menyeluruh. Ibarat sesesorang yang memainkan musik,
tidak hanya memahami not-not balok pada partitur sebagai informasi yang saling
lepas dan berdiri sendiri, tapi sebagai suatu kesatuan yang secara utuh masuk
ke dalam pikiran dan perasaannya. Selain itu, dalam psikologi kognitif, manusia
melakukan pengamatan secara keseluruhan lebih dahulu, menganalisisnya, lalu
mensintesiskannya kembali. Konsep-konsep terpenting dalam teori kognitif selain
perkembangan kognitif adalah adaptasi intelektual oleh Jean Piaget, discovery
learning oleh Jeron Bruner, dan reception learning oleh Ausubel. (Thobroni,
Mustofa<i>. 2011).<o:p></o:p></i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
Konstruktivisme<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebagaimana
telah dikemukakan bahwa menurut teori belajar konstruktivisme, pengetahuan
tidak dapat dipindahkan begitu saja dari pikiran guru ke pikiran siswa.
Artinya, bahwa siswa harus aktif secara mental membangun struktur pengetahuannya
berdasarkan kematangan kognitif yang dimilikinya. Dengan kata lain, siswa tidak
diharapkan sebagai botol-botol kecil yang siap diisi dengan berbagai ilmu
pengetahuan sesuai dengan kehendak guru.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sehubungan
dengan hal di atas, Tasker (1992: 30) mengemukakan tiga penekanan dalam teori
belajar konstruktivisme sebagai berikut. Pertama adalah peran aktif siswa dalam
mengkonstruksi pengetahuan secara bermakna. Kedua adalah pentingnya membuat
kaitan antara gagasan dalam pengkonstruksian secara bermakna. Ketiga adalah
mengaitkan antara gagasan dengan informasi baru yang diterima.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">REFERENSI<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Gage, Berliner, 1984.Educational
Psychology. Fourth Edition. USA: houghton Mifflin Company<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Thobroni, Mustofa. 2011. Belajar
dan Pembelajaran: Pengembangan Wacana dan Praktik <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pembelajaran
dalam Pembangunan Nasional. Jogjakarta: Ar-Ruzz Media<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Slavin, Robert E. (2000).
Educational Psychology: Theory and Practice. Massachusetts:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Allyn &
Bacon Publishers.<o:p></o:p></span></div>
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<br /></div>
<br />
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<br /></div>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-27058690352550326062013-09-24T16:35:00.003-07:002013-09-24T16:35:55.461-07:00Panduan Edmodo Untuk Mahasiswa<a href="http://www.4shared.com/office/LbDmYeos/Panduan-Edmodo-bagi-Mahasiswa.html">http://www.4shared.com/office/LbDmYeos/Panduan-Edmodo-bagi-Mahasiswa.html</a>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-25274067574064497842013-09-24T00:15:00.003-07:002013-09-24T00:15:31.040-07:00Tugas Mata Pelajaran Bahasa Inggris Kelas 9 B MTs Yasin Kebonagung DemakA.W.W<br />
Describe a picture below with your own word !!!<br />
at least/minimal fifty words on folio paper.<br />
this assignment must be collected at tuesday, 1 October 2013<br />
your most handsome English teacher;<br />
Mr. Faishol<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://img.antaranews.com/new/2013/09/ori/20130923indonesia-juara1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://img.antaranews.com/new/2013/09/ori/20130923indonesia-juara1.jpg" width="320" /></a></div>
<br /><br />
<br />Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-43663874087819126112013-09-23T18:23:00.005-07:002013-09-23T18:23:34.199-07:00Analisa Kurikulum 2013<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: blue; font-family: Times, Times New Roman, serif;"><span lang="EN-US" style="font-size: 14pt; line-height: 150%;">KURIKULUM 2013,SIAPKAH KITA?</span></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Times, Times New Roman, serif;"><b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A.<span style="font-size: 7pt; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%;">KONDISI PROBLEMATIKA KURIKULUM
2006 – SEKARANG<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">1.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Konten kurikulum masih terlalu
padat yang ditunjukkan dengan banyaknya mata pelajaran dan banyak materi yang
keluasan dan kesukarannya melampaui tingkat perkembangan usia anak.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">2.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kurikulum belum sepenuhnya
berbasis kompetensi sesuai dengan tuntutan fungsi dan tujuan pendidikan
nasional.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">3.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kompetensi belum menggambarkan
secara holistik domain sikap, keterampilan, dan pengetahuan.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">4.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Beberapa kompetensi yang
dibutuhkan sesuai dengan perkembangan kebutuhan (misalnya pendidikan karakter,
metodologi pembelajaran aktif, keseimbangan soft skills dan hard skills,
kewirausahaan) belum terakomodasi di dalam kurikulum.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">5.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kurikulum belum peka dan
tanggap terhadap perubahan sosial yang terjadi pada tingkat lokal, nasional,
maupun global.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">6.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Standar proses pembelajaran
belum menggambarkan urutan pembelajaran yang rinci sehingga membuka peluang
penafsiran yang beraneka ragam dan berujung pada pembelajaran yang berpusat
pada guru.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">7.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Standar penilaian belum
mengarahkan pada penilaian berbasis kompetensi (sikap, keterampilan, dan
pengetahuan) dan belum tegas menuntut adanya remediasi secara berkala.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">8.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Dengan KTSP memerlukan dokumen
kurikulum yang lebih rinci agar tidak menimbulkan multi tafsir.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">B.<span style="font-size: 7pt; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%;">KESENJANGAN KURIKULUM SAAT
INI DENGAN KONSEP IDEAL<o:p></o:p></span></b></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 621px;">
<tbody>
<tr>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">NO<o:p></o:p></span></span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">KURIKULUM SEKARANG<o:p></o:p></span></span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">KURIKULUM IDEAL<o:p></o:p></span></span></b></div>
</td>
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<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">1<o:p></o:p></span></span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 440.6pt;" valign="top" width="587">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Konsep Lulusan<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Belum sepenuhnya menekankan
pendidikan karakter<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Belum menghasilkan
Keterampilan sesuai kebutuhan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Pengetahuan-pengetahuan lepas<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Berkarakter mulia<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Keterampilan yang relevan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Pengetahuan-pengetahuan
terkait<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">2<o:p></o:p></span></span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 440.6pt;" valign="top" width="587">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Materi Pembelajaran<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Belum relevan dengan
kompetensi yang dibutuhkan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Beban belajar terlalu berat<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Terlalu luas, kurang mendalam<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Relevan dengan kompetensi
yang dibutuhkan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Materi esensial<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Sesuai dengan tingkat
perkembangan anak<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">3<o:p></o:p></span></span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 440.6pt;" valign="top" width="587">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Proses Pembelajaran<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l9 level1 lfo3; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Berpusat pada guru (teacher
centered learning)<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l9 level1 lfo3; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Sifat pembelajaran yang
berorientasi pada buku teks<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l9 level1 lfo3; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Buku teks hanya memuat materi
bahasan<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Berpusat pada peserta didik
(student centered active learning)<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Sifat pembelajaran yang
kontekstual<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Buku teks memuat materi dan proses
pembelajaran, sistem penilaian serta kompetensi yang diharapkan<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">4<o:p></o:p></span></span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 440.6pt;" valign="top" width="587">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Penilaian<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Menekankan aspek kognitif<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Test menjadi cara penilaian
yang dominan<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Menekankan aspek kognitif,
afektif, psikomotorik secara proporsional<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Penilaian test dan portofolio
saling melengkapi<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">5<o:p></o:p></span></span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 440.6pt;" valign="top" width="587">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Pendidik dan Tenaga Kependidikan<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Memenuhi kompetensi profesi
saja<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Fokus pada ukuran kinerja PTK<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Memenuhi kompetensi profesi,
pedagogi, sosial, dan personal<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Motivasi mengajar<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">6<o:p></o:p></span></span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 440.6pt;" valign="top" width="587">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Pengelolaan Kurikulum<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Satuan pendidikan mempunyai kebebasan
dalam pengelolaan kurikulum<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Masih terdapat kecenderungan
satuan pendidikan menyusun kurikulum tanpa mempertimbangkan kondisi satuan
pendidikan, kebutuhan peserta didik, dan potensi daerah<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Pemerintah hanya menyiapkan
sampai standar isi mata pelajaran<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Pemerintah Pusat dan Daerah
memiliki kendali kualitas dalam pelaksanaan kurikulum di tingkat satuan
pendidikan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Satuan pendidikan mampu
menyusun kurikulum dengan mempertimbangkan kondisi satuan pendidikan,
kebutuhan peserta didik, dan potensi daerah<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">-<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Pemerintah menyiapkan semua
komponen kurikulum sampai buku teks dan pedoman<o:p></o:p></span></span></div>
</td>
</tr>
<tr style="height: 6.05pt; mso-yfti-irow: 13; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 249.4pt;" valign="top" width="333">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 191.2pt;" valign="top" width="255">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%;"><span style="font-family: Times, Times New Roman, serif;">C. ALASAN PENGEMBANGAN KURIKULUM<o:p></o:p></span></span></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 18.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">NO<o:p></o:p></span></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">ALASAN PENGEMBANGAN<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">1<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">TANTANGAN MASA DEPAN<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">a.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Masalah lingkungan hidup<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">b.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kemajuan teknologi informasi<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">c.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Konvergensi ilmu dan
teknologi<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">d.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Ekonomi berbasis pengetahuan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">e.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kebangkitan industri kreatif
dan budaya<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">f.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Pergeseran kekuatan ekonomi
dunia<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">g.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Pengaruh dan imbas teknosains<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">h.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Mutu, investasi dan
transformasi pada sektor pendidikan<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">2<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">KOMPETENSI MASA DEPAN<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">a.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kemampuan berkomunikasi<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">b.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kemampuan berpikir jernih dan
kritis<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">c.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kemampuan mempertimbangkan
segi moral suatu permasalahan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">d.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kemampuan menjadi warga
negara yang bertanggungjawab<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">e.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kemampuan mencoba untuk
mengerti dan toleran terhadap pandangan yang berbeda<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">f.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kemampuan hidup dalam
masyarakat yang mengglobal<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">g.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Memiliki minat luas dalam
kehidupan<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">h.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Memiliki kesiapan untuk
bekerja<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">i.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Memiliki kecerdasan sesuai
dengan bakat/minatnya<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">j.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Memiliki rasa tanggungjawab
terhadap lingkungan<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">3<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">FENOMENA NEGATIF<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l7 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">a.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Perkelahian
pelajar</span><span lang="EN-US"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l7 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">b.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Narkoba</span><span lang="EN-US"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l7 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">c.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Korupsi</span><span lang="EN-US"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l7 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">d.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Plagiarisme</span><span lang="EN-US"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l7 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">e.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Kecurangan
dalam Ujian</span><span lang="EN-US"><o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l7 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">f.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Gejola</span><span lang="EN-US">k masyarakat (social unrest)<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">4<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">PERSEPSI MASYARAKAT<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">a.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Terlalu menitikberatkan pada
aspek kognitif<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><span lang="EN-US">b.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Beban siswa terlalu berat dan
Kurang bermuatan karakter<o:p></o:p></span></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Times, Times New Roman, serif;"><b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">C.<span style="font-size: 7pt; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-US" style="font-size: 14.0pt; line-height: 150%;">ELEMEN PERUBAHAN SMP<o:p></o:p></span></b></span></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">ELEMEN<o:p></o:p></span></span></b></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">DESKRIPSI SMP<o:p></o:p></span></span></b></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Kompetensi Lulusan<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Adanya peningkatan dan keseimbangan soft skills dan
hard skills yang meliputi aspek kompetensi sikap, keterampilan, dan
pengetahuan<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Kedudukan Mata Pelajaran<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Kompetensi yang semula diturunkan dari matapelajaran
berubah menjadi matapelajaran dikembangkan dari kompetensi.<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Pendekatan<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Kompetensi dikembangkan melalui mata pelajaran<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Struktur Kurikulum<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•TIK menjadi media semua matapelajaran<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Pengembangan diri terintegrasi pada setiap
matapelajaran dan ekstrakurikuler<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Jumlah matapelajaran dari 12 menjadi 10<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Jumlah jam bertambah 6 JP/minggu akibat perubahan
pendekatan pembelajaran<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Proses Pembelajaran<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Standar proses yang semula terfokus pada eksplorasi,
elaborasi, dan konfirmasi dilengkapi dengan mengamati, menanya, mengolah,
menalar, menyajikan, menyimpulkan, dan mencipta.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Belajar tidak hanya terjadi di ruang kelas, tetapi
juga di lingkungan sekolah dan masyarakat<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Guru bukan satu-satunya sumber belajar.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Sikap tidak diajarkan secara verbal, tetapi melalui
contoh dan teladan<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•IPA dan IPS masing-masing diajarkan secara terpadu<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Penilaian<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Penilaian berbasis kompetensi<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Pergeseran dari penilain melalui tes [mengukur
kompetensi pengetahuan berdasarkan hasil saja], menuju penilaian otentik
[mengukur semua kompetensi sikap, keterampilan, dan pengetahuan berdasarkan
proses dan hasil]<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Memperkuat PAP (Penilaian Acuan Patokan) yaitu
pencapaian hasil belajar didasarkan pada posisi skor yang diperolehnya
terhadap skor ideal (maksimal)<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Penilaian tidak hanya pada level KD, tetapi juga
kompetensi inti dan SKL<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Mendorong pemanfaatan portofolio yang dibuat siswa
sebagai instrumen utama penilaian<o:p></o:p></span></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">Ekstrakurikuler<o:p></o:p></span></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Pramuka (wajib)<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•OSIS<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•UKS<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•PMR<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Dll<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US"><span style="font-family: Times, Times New Roman, serif;">•Perlunya ekstra kurikuler partisipasi aktif siswa
dalam permasalahan kemasyarakatan (menjadi bagian dari pramuka)<o:p></o:p></span></span></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-41883473193775466152013-09-23T00:03:00.004-07:002013-09-23T00:03:29.531-07:00Inspirasi KitaPengabdian Guru ......<br />
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<br />Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0tag:blogger.com,1999:blog-3926270179697682771.post-82520886990798353872013-09-22T21:21:00.002-07:002013-09-23T18:26:29.189-07:00Indonesia JuaraSetelah 22 Tahun, akhirnya Garuda terbang tinggi....<br />
<a href="http://sport.detik.com/sepakbola/readfoto/2013/09/23/090326/2366129/548/1/indonesia-juara-aff-u-19?b99220270">http://sport.detik.com/sepakbola/readfoto/2013/09/23/090326/2366129/548/1/indonesia-juara-aff-u-19?b99220270</a>Anonymoushttp://www.blogger.com/profile/18219503796332813029noreply@blogger.com0