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&lt;a href="http://feedads.g.doubleclick.net/~a/c-H7HwDTYfbPwt5elSgK3PG234E/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/c-H7HwDTYfbPwt5elSgK3PG234E/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Assalamu'alaikum wr wb.&lt;br /&gt;&lt;/span&gt;Kembali lagi kita dengan sofware BOS, kali ini admin akan membahas beberapa permasalahan yang ada dalam software BOS KITA, salah satunya adalah hal yang perlu ditambahkan dan beberapa yang perlu di hilangkan dari "&lt;span style="font-weight: bold;"&gt;parameter sistem&lt;/span&gt;" software BOS KITA.&lt;br /&gt;&lt;br /&gt;Pada software BOS ini, kita mendapatkan kesulitan untuk menentukan periode anggaran yang digunakan. &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;Pertama&lt;/span&gt; adalah masalah periode. Kita mengalami kebingungan mengenai format periode yang digunakan, yaitu apakah&lt;span style="font-style: italic;"&gt; &lt;span style="font-weight: bold;"&gt;Tahun Ajaran &lt;/span&gt;ataukah&lt;span style="font-weight: bold;"&gt; Tahun Anggaran ??. &lt;/span&gt;&lt;/span&gt;Jika Kita menggunakan Tahun Ajaran maka sekarang yang akan kita gunakan untuk periode laporan adalah Tahun Ajaran 2011-2012, namun jika kita menggunakan Tahun Anggaran Maka kita menggunakan &lt;span style="font-weight: bold;"&gt;Tahun Anggaran 2012.&lt;/span&gt; Nah untuk itu kita perlu menanyakan kepada pejabat yang terkait pada pendaan BOS untuk prov/kab/kota masing-masing. Namunj pada dasarnya kita tidak perlu mempermasalahkan hal tersebut, yang terpenting adalah transparansi transaksi serta kesesuaian anggaran dengan &lt;span style="font-weight: bold;"&gt;Juknis BOS 2012&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;Kedua&lt;/span&gt;, yakni mengenai ketepatan waktu penyaluran dana ke rekening sekolah untuk beberapa daerah di Indonesia ( &lt;span style="font-style: italic;"&gt;Kami tidak menyebutkan daerah mana, namun ada sedikit pengakuan dan pertanyaan lewat email mengenai hal ini untuk beberapa daerah di Kalimantan dan Sumatera&lt;/span&gt;). Jika penyaluran dana BOS terlambat, maka memerlukan Dana Pinjaman dari Pihak lain ( &lt;span style="font-style: italic;"&gt;Kepo.sek/ Bendahara/ Komite/ lainnya &lt;/span&gt;). Nah untuk jenis dan seperti apa pelaporannya diserahkan ke pihak masing-masing, bagaimana solusinya. Biasanya, transaksi yang digunakan untuk setiap transaksi menggunakan dana pinjaman, bukan bernilai &lt;span style="font-weight: bold;"&gt;minus&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;Ketiga&lt;/span&gt;, penyesuaian parameter sistem BOS KITA dengan Juknis BOS 2012. Beberapa waktu lagi kami akan mengupload Software BOS KITA dengan parameter sistem yang baru sesuai dengan Juknis BOS 2012. Mohon bersabar.&lt;br /&gt;&lt;br /&gt;Keempat, Sofware BOS KITA sering mengalami crash, atau error reporting ketika kita sedang bekerja. Nah untuk mengatasi hal ini Anda dapat membacanya kembali di link kami : Sofware BOS KITA.  Selain cara yang telah anda baca pada halaman kami sebelumnya, Anda dapat mencoba cara di bawah ini :&lt;br /&gt;&lt;br /&gt;1. Install ulang Microsoft Office Anda ( Bukan instal ulang Software BOS !!!).&lt;br /&gt;2. Buka Sofware BOS kita, klik&lt;span style="font-weight: bold;"&gt; logo MS Office&lt;/span&gt; yang berada di pojok kiri atas ( lingkatan merah)&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-KLyYqUCjTCA/TysZGMdsXwI/AAAAAAAAB-U/YnwwQ891kTk/s1600/bos%2B1.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 230px;" src="http://2.bp.blogspot.com/-KLyYqUCjTCA/TysZGMdsXwI/AAAAAAAAB-U/YnwwQ891kTk/s320/bos%2B1.JPG" alt="" id="BLOGGER_PHOTO_ID_5704680947210542850" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;3. Klik "&lt;span style="font-weight: bold;"&gt;excel options&lt;/span&gt; " ( lingkaran merah )&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-5B9_YA1egJM/TysZGVdBHYI/AAAAAAAAB-g/Q35wShkSzJc/s1600/bos%2B2.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 305px; height: 320px;" src="http://4.bp.blogspot.com/-5B9_YA1egJM/TysZGVdBHYI/AAAAAAAAB-g/Q35wShkSzJc/s320/bos%2B2.JPG" alt="" id="BLOGGER_PHOTO_ID_5704680949623627138" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;4. Dimenu sebelah kiri, Klik menu "&lt;span style="font-weight: bold;"&gt;save&lt;/span&gt;", kemudian cari "&lt;span style="font-weight: bold;"&gt;save file in this format&lt;/span&gt;" ( lihat lingkaran merah).&lt;br /&gt;5. Ubah dari "&lt;span style="font-weight: bold;"&gt;excel workbook&lt;/span&gt;" ke "&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;Excel Macro-Enable Workbook&lt;/span&gt;"  ( lihat lingkaran merah)&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-T_t4BPj_TfI/TysZGhkC0KI/AAAAAAAAB-s/EPgJRGvCEpU/s1600/bos%2B3.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 259px;" src="http://2.bp.blogspot.com/-T_t4BPj_TfI/TysZGhkC0KI/AAAAAAAAB-s/EPgJRGvCEpU/s320/bos%2B3.JPG" alt="" id="BLOGGER_PHOTO_ID_5704680952874324130" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;6. Kemudian masih di menu "&lt;span style="font-weight: bold;"&gt;save&lt;/span&gt;", Coba anda ubah setting "&lt;span style="font-weight: bold;"&gt;Save autorecover information every&lt;/span&gt;" yang tadinya 10 menit ke &lt;span style="font-weight: bold;"&gt;1 menit&lt;/span&gt;. ( lihat lingkaran merah )&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-2G661TjjgPY/TysZHF47IaI/AAAAAAAAB-4/RnlJ67GmHhg/s1600/bos%2B4.bmp"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 185px;" src="http://1.bp.blogspot.com/-2G661TjjgPY/TysZHF47IaI/AAAAAAAAB-4/RnlJ67GmHhg/s320/bos%2B4.bmp" alt="" id="BLOGGER_PHOTO_ID_5704680962625577378" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Demikianlah pembahasan mengenai Software BOS Kita, semoga bermanfaat, kunjungi kami kembali untuk mendapatkan &lt;span style="font-weight: bold;"&gt;update parameter Juknis BOS 2012&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-1289783937678496832?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/tmouyM15wDo" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/tmouyM15wDo/update-sofware-bos-kita-untuk-ta-2012.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-KLyYqUCjTCA/TysZGMdsXwI/AAAAAAAAB-U/YnwwQ891kTk/s72-c/bos%2B1.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2012/02/update-sofware-bos-kita-untuk-ta-2012.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-6947038176449716144</guid><pubDate>Sat, 28 Jan 2012 08:15:00 +0000</pubDate><atom:updated>2012-01-28T15:15:01.146+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Download RPP TEMATIK</category><category domain="http://www.blogger.com/atom/ns#">Tematik</category><title>Arti Penting Pembelajaran Tematik</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/tvWzuolHs9g8KAcPmP-trvbmpp0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/tvWzuolHs9g8KAcPmP-trvbmpp0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/tvWzuolHs9g8KAcPmP-trvbmpp0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/tvWzuolHs9g8KAcPmP-trvbmpp0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a href="http://4.bp.blogspot.com/-gP_sa9zHX1g/TyJeyjWx0hI/AAAAAAAAB-I/68BmzCULPJU/s1600/pembelajaran%2Btematik.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 241px;" src="http://4.bp.blogspot.com/-gP_sa9zHX1g/TyJeyjWx0hI/AAAAAAAAB-I/68BmzCULPJU/s320/pembelajaran%2Btematik.jpg" alt="" id="BLOGGER_PHOTO_ID_5702224300781720082" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Pembelajaran tematik lebih menekankan pada keterlibatan siswa dalam proses belajar secara aktif dalam proses pembelajaran, sehingga siswa dapat memperoleh pengalaman langsung dan  terlatih untuk dapat menemukan sendiri berbagai pengetahuan yang dipelajarinya. Melalui pengalaman langsung siswa akan memahami konsep-konsep yang mereka pelajari dan menghubungkannya dengan konsep lain yang telah dipahaminya. Teori pembelajaran ini dimotori para tokoh &lt;span style="font-weight: bold;"&gt;Psikologi Gestalt&lt;/span&gt;, termasuk &lt;span style="font-weight: bold;"&gt;Piaget&lt;/span&gt; yang menekankan bahwa pembelajaran haruslah bermakna dan berorientasi pada kebutuhan dan perkembangan anak.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Pembelajaran tematik lebih menekankan pada penerapan konsep belajar sambil melakukan sesuatu (&lt;span style="font-weight: bold; font-style: italic;"&gt;learning by doing&lt;/span&gt;). Oleh karena itu, guru perlu mengemas atau merancang pengalaman belajar yang akan mempengaruhi kebermaknaan belajar siswa. Pengalaman belajar yang menunjukkan kaitan unsur-unsur konseptual menjadikan proses pembelajaran lebih efektif. Kaitan konseptual antar mata pelajaran yang dipelajari akan membentuk skema, sehingga siswa akan memperoleh keutuhan dan kebulatan pengetahuan. Selain itu, dengan penerapan pembelajaran tematik di sekolah dasar akan sangat membantu siswa, karena sesuai dengan tahap perkembangannya siswa yang masih melihat segala sesuatu sebagai satu keutuhan (holistik).&lt;br /&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;Beberapa &lt;span style="font-weight: bold;"&gt;ciri khas dari pembelajaran tematik&lt;/span&gt; antara lain: 1) Pengalaman dan kegiatan belajar sangat relevan dengan tingkat perkembangan dan kebutuhan anak usia sekolah dasar; 2) Kegiatan-kegiatan yang dipilih dalam pelaksanaan pembelajaran tematik bertolak dari minat dan kebutuhan siswa; 3) Kegiatan belajar akan lebih bermakna dan berkesan bagi siswa sehingga hasil belajar dapat bertahan lebih lama; 4) Membantu mengembangkan keterampilan berpikir siswa; 5) Menyajikan kegiatan belajar yang bersifat pragmatis sesuai dengan permasalahan yang sering ditemui siswa dalam lingkungannya; dan 6) Mengembangkan keterampilan sosial siswa, seperti kerjasama, toleransi, komunikasi, dan tanggap terhadap gagasan orang lain.&lt;br /&gt;&lt;br /&gt;Dengan pelaksanaan pembelajaran dengan memanfaatkan tema ini, akan diperoleh beberapa &lt;span style="font-weight: bold;"&gt;manfaat&lt;/span&gt; yaitu: 1) Dengan menggabungkan beberapa kompetensi dasar dan indikator serta isi mata pelajaran akan terjadi penghematan, karena tumpang tindih materi dapat dikurangi bahkan dihilangkan, 2) Siswa mampu melihat hubungan-hubungan yang bermakna sebab isi/materi pembelajaran lebih berperan sebagai sarana atau alat, bukan  tujuan akhir, 3) Pembelajaran menjadi utuh sehingga siswa akan mendapat pengertian mengenai proses dan materi yang tidak terpecah-pecah. 4) Dengan adanya pemaduan antar mata pelajaran maka penguasaan konsep akan semakin baik dan meningkat,&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-6947038176449716144?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/sAD_Ri1BZNQ" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/sAD_Ri1BZNQ/arti-penting-pembelajaran-tematik.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-gP_sa9zHX1g/TyJeyjWx0hI/AAAAAAAAB-I/68BmzCULPJU/s72-c/pembelajaran%2Btematik.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2012/01/arti-penting-pembelajaran-tematik.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-8956023352302683964</guid><pubDate>Fri, 27 Jan 2012 08:10:00 +0000</pubDate><atom:updated>2012-01-27T15:24:11.299+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Download RPP TEMATIK</category><category domain="http://www.blogger.com/atom/ns#">Tematik</category><title>Landasan Pembelajaran Tematik</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/9wmJXmgx1GqvWB7Xgaw3R486lt8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/9wmJXmgx1GqvWB7Xgaw3R486lt8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/9wmJXmgx1GqvWB7Xgaw3R486lt8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/9wmJXmgx1GqvWB7Xgaw3R486lt8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;!-- adsense --&gt;Dibawah ini adalah beberapa himpunan dari berbagai sumber mengenai Landasan Pembelajaran tematik:&lt;br /&gt;&lt;p style="text-align: justify;"&gt;&lt;br style="font-weight: bold;"&gt;&lt;span style="font-weight: bold;"&gt;Landasan filosofis&lt;/span&gt; dalam pembelajaran tematik sangat dipengaruhi oleh tiga aliran filsafat yaitu: (1) &lt;span style="font-style: italic;"&gt;progresivisme, (2) konstruktivisme, dan (3) humanisme&lt;/span&gt;. Aliran progresivisme memandang proses pembelajaran perlu ditekankan pada  pembentukan kreatifitas, pemberian sejumlah kegiatan, suasana yang alamiah (natural), dan memperhatikan pengalaman siswa. Aliran konstruktivisme melihat pengalaman langsung siswa (direct experiences) sebagai kunci dalam pembelajaran. Menurut aliran ini, pengetahuan adalah hasil konstruksi atau bentukan manusia. Manusia mengkonstruksi pengetahuannya melalui interaksi dengan obyek, fenomena, pengalaman dan lingkungannya. Pengetahuan tidak dapat ditransfer begitu saja dari seorang guru kepada anak, tetapi harus diinterpretasikan sendiri oleh masing-masing siswa. Pengetahuan bukan sesuatu yang sudah jadi, melainkan suatu proses yang berkembang terus menerus. Keaktifan siswa yang diwujudkan oleh rasa ingin tahunya sangat berperan dalam perkembangan pengetahuannya.  Aliran humanisme melihat siswa dari segi keunikan/kekhasannya, potensinya, dan motivasi yang dimilikinya.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-YCoNBaMdmFE/TyJdwaIV6RI/AAAAAAAAB98/fJGqP70NvEg/s1600/tematik.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 320px;" src="http://3.bp.blogspot.com/-YCoNBaMdmFE/TyJdwaIV6RI/AAAAAAAAB98/fJGqP70NvEg/s320/tematik.jpg" alt="" id="BLOGGER_PHOTO_ID_5702223164433885458" border="0" /&gt;&lt;/a&gt;&lt;span style="font-weight: bold;"&gt;Landasan psikologis &lt;/span&gt;dalam pembelajaran tematik terutama berkaitan dengan psikologi perkembangan peserta didik dan psikologi belajar. Psikologi perkembangan diperlukan terutama dalam menentukan isi/materi pembelajaran tematik yang diberikan kepada siswa agar tingkat keluasan dan kedalamannya sesuai dengan tahap perkembangan peserta didik. Psikologi belajar memberikan kontribusi dalam hal bagaimana isi/materi pembelajaran tematik tersebut disampaikan kepada siswa dan bagaimana pula siswa harus mempelajarinya.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Landasan yuridis&lt;/span&gt; dalam pembelajaran tematik berkaitan dengan berbagai kebijakan atau peraturan yang mendukung pelaksanaan pembelajaran tematik di sekolah dasar. Landasan yuridis tersebut adalah &lt;span style="font-weight: bold;"&gt;UU No. 23 Tahun 2002 &lt;/span&gt;tentang Perlindungan Anak yang menyatakan bahwa setiap anak berhak memperoleh pendidikan dan pengajaran dalam rangka pengembangan pribadinya dan tingkat kecerdasannya sesuai dengan minat dan bakatnya (pasal 9). UU No. 20 Tahun 2003 tentang Sistem Pendidikan Nasional menyatakan bahwa setiap peserta didik pada setiap satuan pendidikan berhak mendapatkan pelayanan pendidikan sesuai dengan bakat, minat, dan kemampuannya (Bab V Pasal 1-b).&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-8956023352302683964?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/GUs5dgfexHI" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/GUs5dgfexHI/landasan-pembelajaran-tematik.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-YCoNBaMdmFE/TyJdwaIV6RI/AAAAAAAAB98/fJGqP70NvEg/s72-c/tematik.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2012/01/landasan-pembelajaran-tematik.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-1459517071889675928</guid><pubDate>Fri, 27 Jan 2012 07:59:00 +0000</pubDate><atom:updated>2012-01-27T15:14:36.333+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">model pembelajaran</category><category domain="http://www.blogger.com/atom/ns#">Download RPP TEMATIK</category><category domain="http://www.blogger.com/atom/ns#">Latar Belakang</category><title>Latar Belakang Pembelajaran Tematik</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/fmY7zjkZVqdQFkMoHxm_Wr_qkWE/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/fmY7zjkZVqdQFkMoHxm_Wr_qkWE/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/fmY7zjkZVqdQFkMoHxm_Wr_qkWE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/fmY7zjkZVqdQFkMoHxm_Wr_qkWE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;Kita sering sekali bahkan setiap hari mungkin selalu mengatakan "&lt;span style="font-weight: bold;"&gt;TEMATIK&lt;/span&gt;". Nah sekarang tidak ada salahnya kita mengupas sedikit tentang &lt;span style="font-weight: bold;"&gt;" Mengapa harus TEMATIK ? ". &lt;/span&gt;Langsung kita mulai pembahasannya dibawah ini.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Peserta didik yang berada pada sekolah dasar kelas satu, dua, dan tiga berada pada rentangan usia dini. Pada usia tersebut seluruh aspek perkembangan kecerdasan seperti IQ, EQ, dan SQ tumbuh dan berkembang sangat luar biasa. Pada umumnya tingkat perkembangan masih melihat segala sesuatu sebagai satu keutuhan &lt;span style="font-weight: bold; font-style: italic;"&gt;(holistik)&lt;/span&gt; serta mampu memahami hubungan antara konsep secara sederhana. Proses pembelajaran masih bergantung kepada objek-objek konkrit dan pengalaman yang dialami secara langsung.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-5Dx43IFPNCE/TyJcbXIrYQI/AAAAAAAAB9w/zbBDZlgauDI/s1600/perkembangan-anak-usia-6-12-tahun.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-5Dx43IFPNCE/TyJcbXIrYQI/AAAAAAAAB9w/zbBDZlgauDI/s320/perkembangan-anak-usia-6-12-tahun.jpg" alt="" id="BLOGGER_PHOTO_ID_5702221703341105410" border="0" /&gt;&lt;/a&gt;Saat ini, pelaksanaan kegiatan pembelajaran di SD  kelas I – III untuk setiap mata pelajaran dilakukan secara terpisah, misalnya IPA  2 jam pelajaran, IPS 2 jam pelajaran, dan Bahasa Indonesia 2 jam pelajaran. Dalam pelaksanaan kegiatannya dilakukan secara murni mata pelajaran yaitu hanya mempelajari standar kompetensi dan kompetensi dasar yang berhubungan dengan mata pelajaran itu. Sesuai dengan tahapan perkembangan anak yang masih melihat segala sesuatu sebagai suatu keutuhan (holistic), pembelajaran yang menyajikan mata pelajaran secara terpisah akan menyebabkan kurang mengembangkan anak untuk berpikir holistik dan membuat kesulitan bagi peserta didik.&lt;br /&gt;&lt;br /&gt;Selain itu, dengan pelaksanaan pembelajaran yang terpisah,  muncul permasalahan pada kelas rendah (I-III) antara lain adalah tingginya angka mengulang kelas dan putus sekolah. Angka mengulang kelas dan angka putus sekolah peserta didik kelas I SD jauh lebih tinggi dibandingkan dengan kelas yang lain. Pada saat itu, data tahun &lt;span style="font-weight: bold;"&gt;1999/2000&lt;/span&gt; memperlihatkan bahwa angka mengulang kelas satu sebesar&lt;span style="font-weight: bold;"&gt; 11,6% &lt;/span&gt;sementara pada kelas dua &lt;span style="font-weight: bold;"&gt;7,51%&lt;/span&gt;, kelas tiga &lt;span style="font-weight: bold;"&gt;6,13%&lt;/span&gt;, kelas empat 4,64%, kelas lima 3,1%, dan kelas enam 0,37%. Pada tahun yang sama angka putus sekolah kelas satu sebesar 4,22%, masih jauh lebih tinggi jika dibandingkan dengan kelas dua 0,83%, kelas tiga 2,27%, kelas empat 2,71%, kelas lima 3,79%, dan kelas enam 1,78%.&lt;br /&gt;&lt;br /&gt;Angka nasional tersebut semakin memprihatinkan jika dilihat dari data di masing-masing propinsi terutama yang hanya memiliki sedikit  taman Kanak-kanak. Hal itu terjadi terutama di daerah terpencil. Pada saat ini hanya sedikit peserta didik kelas satu sekolah dasar yang mengikuti pendidikan prasekolah sebelumnya. Tahun 1999/2000 tercatat hanya 12,61% atau &lt;span style="font-weight: bold;"&gt;1.583.467&lt;/span&gt; peserta didik usia &lt;span style="font-weight: bold;"&gt;4-6&lt;/span&gt; tahun yang masuk Taman Kanak-kanak, dan kurang dari 5 % Peserta didik berada pada  pendidikan prasekolah lain.&lt;br /&gt;&lt;br /&gt;Permasalahan tersebut menunjukkan bahwa kesiapan sekolah sebagian besar peserta didik kelas awal sekolah dasar di Indonesia cukup rendah. Sementara itu, hasil penelitian menunjukkan bahwa peserta didik yang telah masuk Taman Kanak-Kanak memiliki kesiapan bersekolah lebih baik dibandingkan dengan peserta didik yang tidak mengikuti pendidikan Taman Kanak-Kanak. Selain itu, perbedaan pendekatan, model, dan prinsip-prinsip pembelajaran antara kelas satu dan dua sekolah dasar dengan pendidikan pra-sekolah dapat juga menyebabkan peserta didik yang telah mengikuti pendidikan pra-sekolah pun dapat saja mengulang kelas atau bahkan putus sekolah.&lt;br /&gt;&lt;br style="font-weight: bold;"&gt;&lt;span style="font-weight: bold;"&gt;Atas dasar pemikiran di atas&lt;/span&gt; dan dalam rangka implementasi Standar Isi yang termuat dalam Standar Nasional Pendidikan, maka pembelajaran pada kelas awal sekolah dasar yakni kelas satu, dua, dan tiga lebih sesuai jika dikelola dalam pembelajaran terpadu melalui pendekatan pembelajaran tematik. Untuk memberikan gambaran tentang pembelajaran tematik yang dapat menjadi acuan dan contoh konkret, disiapkan model pelaksanaan pembelajaran tematik untuk SD/MI kelas I hingga kelas III.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Resource : &lt;span style="font-weight: bold; font-style: italic;"&gt;Bahan BIMTEK Kepala Sekolah Tingkat Provinsi&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-1459517071889675928?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/AulFtpYrxXI" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/AulFtpYrxXI/latar-belakang-pembelajaran-tematik.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-5Dx43IFPNCE/TyJcbXIrYQI/AAAAAAAAB9w/zbBDZlgauDI/s72-c/perkembangan-anak-usia-6-12-tahun.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2012/01/latar-belakang-pembelajaran-tematik.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-709315915819696775</guid><pubDate>Fri, 06 Jan 2012 22:07:00 +0000</pubDate><atom:updated>2012-01-11T11:06:24.033+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Kisi - kisi</category><category domain="http://www.blogger.com/atom/ns#">Prediksi UN 2012</category><category domain="http://www.blogger.com/atom/ns#">Dowmload</category><title>Kisi-kisi soal Ujian Nasional Tahun Pelajaran Tahun 2011/2012</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/r_m3ZIniikYAugwwL4Nmrl_DYhA/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/r_m3ZIniikYAugwwL4Nmrl_DYhA/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/r_m3ZIniikYAugwwL4Nmrl_DYhA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/r_m3ZIniikYAugwwL4Nmrl_DYhA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-5P3lnlqNxrc/Tw0JoLCKiWI/AAAAAAAAB9U/zeu6-Kr4EhE/s1600/ujian-nasional.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-5P3lnlqNxrc/Tw0JoLCKiWI/AAAAAAAAB9U/zeu6-Kr4EhE/s320/ujian-nasional.jpg" alt="" id="BLOGGER_PHOTO_ID_5696219689454831970" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Kisi-kisi soal Ujian Nasional&lt;/span&gt; Tahun Pelajaran Tahun &lt;span style="font-weight: bold;"&gt;2011/2012&lt;/span&gt; disusun berdasarkan Standar Kompetensi (SK) dan Kompetensi Dasar (KD) yang tercantum pada Peraturan Menteri Pendidikan Nasional Nomor 22 Tahun 2006 tentang Standar Isi untuk Satuan Pendidikan Dasar dan Menengah.&lt;span style="font-weight: bold;"&gt; Kisi-kisi soal Ujian Nasional&lt;/span&gt; Tahun Pelajaran &lt;span style="font-weight: bold;"&gt;2011/2012&lt;/span&gt; digunakan sebagai acuan dalam penyusunan soal Ujian Nasional pada Satuan Pendidikan Dasar dan Menengah Tahun Pelajaran&lt;span style="font-weight: bold;"&gt; 2011/2012&lt;/span&gt;. Kisi-kisi soal Ujian Nasional Tahun Pelajaran &lt;span style="font-weight: bold;"&gt;2011/2012&lt;/span&gt; untuk Satuan Pendidikan Dasar dan Menengah tercantum dalam lampiran dan merupakan bagian yang tidak terpisahkan dari Peraturan BSNP ini. Hal-hal yang belum diatur dalam peraturan BSNP ini akan diatur lebih lanjut dalam keputusan &lt;span style="font-weight: bold;"&gt;BSNP&lt;/span&gt;.&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Cara menyampaikan kisi-kisi UN khusus SD, kami lalkukan dengan cara membahas materi per-&lt;span style="font-weight: bold;"&gt;Indikator&lt;/span&gt;nya, misalnya untuk sekali pertemuan membahas 1 nomor atau satu indikator soal, demikian seterusnya hingga anak paham. &lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;Saran :  &lt;/span&gt;&lt;/span&gt;Kami menyampaikan dan membahas kisi-kisi per peserta didik, kami pindai terlebih dahulu mana yang mampu dikerjakan peserta didik, misalnya salah satu siswa hanya mampu menjawab 40% dari jumlah total soal, maka kami akan membahas dan menyampaikannnya per peserta didik. Kami juga tidak memaksakan anak yang tidak mampu memahami 100% dari jumlah soal, kami hanya memperkuat dan meningkatkan pemahaman mereka yang tadinya 40% menjadi sekitar 50-60% dari total soal. Biasanya kami akan memberikan tes awal dengan memberikan soal beserta kisi-kisinya, kemudian anak hanya akan menjawab 2 pilihan yaitu : &lt;span style="font-weight: bold;"&gt;Paham&lt;/span&gt; dan &lt;span style="font-weight: bold;"&gt;Tidak Paham&lt;/span&gt;. Kemudian kami akan menghitung prosentasi soal-soal yang mereka pahami dan soal-soal yang tidak mereka pahami. Setelahnya baru akan kami bahas per indikator soal pada kisi-kisi yang ada, di utamakan untuk soal yang dianggap &lt;span style="font-weight: bold;"&gt;tidak paham&lt;/span&gt; dengan melihat prosentase dan grafik tes awal yang telah dilakukan. Pada beberapa waktu lagi kami akan memposting &lt;span style="font-weight: bold;"&gt;Prediksi UN SD tahun 2012&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Untuk melihat data yang telah didapat maka anda bisa melihat contoh grafik excel yang telah kami upload. Silahkan lihat pada link download dibawah ini :&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;&lt;a href="http://www.ziddu.com/download/18175908/KISIUNSD2012.docx.html" target="_blank"&gt;&lt;span style="font-weight: bold;"&gt;Download Kisi-kisi UN SD 2012&lt;/span&gt; ( Format Office Word)&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/download/18175969/KisiKisiUjianNasional2012.pdf.html" target="_blank"&gt;Download Kisi- Kisi UN SD/SDLB/SMP/SMA/Sederajat 2012 ( Format Pdf)&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt; &lt;span style="font-weight: bold;"&gt;Download Grafik Pemahaman Siswa.&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Demikian, semoga bermanfaat. &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-709315915819696775?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/5FJAhjhNxho" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/5FJAhjhNxho/kisi-kisi-soal-ujian-nasional-tahun.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-5P3lnlqNxrc/Tw0JoLCKiWI/AAAAAAAAB9U/zeu6-Kr4EhE/s72-c/ujian-nasional.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2012/01/kisi-kisi-soal-ujian-nasional-tahun.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-3224291795324016459</guid><pubDate>Wed, 21 Dec 2011 04:25:00 +0000</pubDate><atom:updated>2011-12-21T11:25:04.072+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Artikel Pendidikan</category><category domain="http://www.blogger.com/atom/ns#">Penulis Ijazah</category><title>Tips Khusus Bagi Penulis Ijazah</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/nlYyrsc8N6LcU8aXXpxwZt1KahU/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nlYyrsc8N6LcU8aXXpxwZt1KahU/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/nlYyrsc8N6LcU8aXXpxwZt1KahU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nlYyrsc8N6LcU8aXXpxwZt1KahU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-Yfft5mVpEj0/Tul8_M0rNQI/AAAAAAAAB9E/rhQknc_gvKk/s1600/ijazah.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 137px; height: 200px;" src="http://3.bp.blogspot.com/-Yfft5mVpEj0/Tul8_M0rNQI/AAAAAAAAB9E/rhQknc_gvKk/s200/ijazah.jpg" alt="" id="BLOGGER_PHOTO_ID_5686213429747725570" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Sudah sejak zaman perjuangan sampai zaman &lt;span style="font-weight: bold;"&gt;&lt;span style="font-style: italic;"&gt;trasformer, &lt;/span&gt;&lt;/span&gt; penulisan ijazah terutama untuk &lt;span style="font-weight: bold;"&gt;SD, SMP, SMA&lt;/span&gt;, masih secara manual yakni menggunakan tulisan tangan.  Blanko ijazah yang disediakan pun tidak melebihi dari jumlah lulusan siswa yang ada, sehingga pada penulisan nantinya tidak boleh ada kesalahan. Apabila terjadi kesalahan, untuk penggantiannya tidak bisa dilakukan dengan mudah, banyak tahapan birokrasi, dan persyaratan untuk mendapatkan pengganti ijazah yang salah tulis, walaupun hanya satu lembar. Biasanya menggunakan surat keterangan dari kepala sekolah yang bersangkutan untuk di antar ke Dinas Kabupaten/Kota untuk selanjutnya di teruskan ke Tingkat Provinsi. Silahkan lihat&lt;a href="http://www.ziddu.com/download/17822974/SuratKeteranganKesalahanPenulisanIjazah.doc.html"&gt; &lt;span style="font-weight: bold;"&gt;contoh surat keterangan kesalahan penulisan ijazah &lt;/span&gt;( disini )&lt;/a&gt;. Nah, dari kabupaten/kota akan dibuatkan kembali surat keterangan baru untuk disampaikan ke dinas pendidikan tingkat provinsi.&lt;br /&gt;&lt;br /&gt;Hal semacam ini menjadi beban berat bagi penulis ijazah, ini pengalaman pribadi...Dalam menulis kita ekstra hati-hati, berikut ini adalah tips bagi guru/kepsek yang mungkin diperlukan ketika akan menulis ijasah :&lt;br /&gt;&lt;/div&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;ol style="text-align: justify;"&gt;&lt;li&gt;Untuk menghidari konflik dengan orang tua murid, pastikan sebelum anda  mengusulkan daftar nominasi peserta ujian, kira-kira  setiap bulan  &lt;span style="font-weight: bold;"&gt;september / nopember&lt;/span&gt;, hendaknya anda terlebih dahulu meminta &lt;span style="font-weight: bold;"&gt;AKTE KELAHIRAN &lt;/span&gt;murid yang bersangkutan ( jika ada), sehingga jika ada kesalahan nama beserta identitas lahir siswa tidak terlalu parah.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;teliti terlebih dahulu jumlah ijasah yang akan anda tulis sama dengan jumlah nama/murid yang akan dibuatkan ijazahnya.&lt;/li&gt;&lt;li&gt;    pastikan nomor seri ijasah sama dengan data murid dan data nilai&lt;/li&gt;&lt;li&gt;    bila anda ragu tulis terlebih dahulu &lt;span style="font-weight: bold;"&gt;menggunakan pensil&lt;/span&gt; agar dapat mengurangi resiko kesalahan menulis.&lt;/li&gt;&lt;li&gt;    tulis terlebih dahulu data - data umum di ijasah, seperti nama sekolah, nama kepala sekolah, tanggal dll&lt;/li&gt;&lt;li&gt;    setelah semua ijasah telah ditulisi data - data umum baru kemudian data khusus seperti nama murid tgl.lhr dll&lt;/li&gt;&lt;li&gt;    pastikan data nilai dibelakang ijasah sama dengan data yang ada&lt;/li&gt;&lt;li&gt;    apabila capek, mengantuk dan badan kurang fit jangan tergesa-gesa menulis ijasah dahulu, beristirahatlah agar badan menjadi fit kembali&lt;/li&gt;&lt;li&gt;    apabila telah terjadi kesalahan menulis berhentilah dahulu sejenak untuk beristirahat, karena apabila dilanjutkan malah akan berakibat fatal.&lt;/li&gt;&lt;li&gt;    &lt;span style="font-style: italic; font-weight: bold;"&gt;jangan mengoreksi langsung pada tulisan yang salah &lt;/span&gt;(dibiarkan saja) tulis kembali data - data yang lain saja. Minta blanko ijazah baru seperti langkah yang dijelaskan di bagian awal posting ini. Jika anda tidak mendapatkan blangko ijazah baru, maka siapkan mental Anda untuk mencoba mengorek-ngorek &lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;dengan sangat hati-hati&lt;/span&gt;&lt;/span&gt; menggunakan pisau silet yang tipis dan tajam ( gunakan kaca pembesar).&lt;/li&gt;&lt;li&gt;Apabila kesalahan baru terlihat ketika telah di &lt;span style="font-style: italic;"&gt;laminating, &lt;/span&gt;maka tidak ada jalan lain lagi selain minta blanko ijazah baru atau meminta &lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;surat keterangan&lt;/span&gt;&lt;/span&gt; dari dinas pendidikan kabupaten setempat.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;    selamat bekerja.....&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-3224291795324016459?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/iX4qgw7PN_I" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/iX4qgw7PN_I/tips-khusus-bagi-penulis-ijazah.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-Yfft5mVpEj0/Tul8_M0rNQI/AAAAAAAAB9E/rhQknc_gvKk/s72-c/ijazah.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/tips-khusus-bagi-penulis-ijazah.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-6758721367167436836</guid><pubDate>Mon, 19 Dec 2011 01:03:00 +0000</pubDate><atom:updated>2011-12-19T08:03:01.263+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Diskusi</category><category domain="http://www.blogger.com/atom/ns#">Metode Pembelajaran</category><category domain="http://www.blogger.com/atom/ns#">Metode Pembelajaran Diskusi</category><title>Metode Diskusi ( Bagian 2)</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/lexLFsZa3WF3psVhch16tCVafBA/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lexLFsZa3WF3psVhch16tCVafBA/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/lexLFsZa3WF3psVhch16tCVafBA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lexLFsZa3WF3psVhch16tCVafBA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;span class="fullpost"&gt;&lt;/span&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;Pada posting beberapa waktu yang lalu, telah di bahas juga mengenai metode ini. Untuk melihat pembahasan sebelumnya, silahkan lihat disini :&lt;a href="http://www.papantulisku.com/2010/01/metode-diskusi.html"&gt; &lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;Metode Diskusi ( Bagian 1 )&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Diskusi adalah aktivitas dari sekelompok siswa, berbicara saling bertukar informasi maupun pendapat tentang sebuah topik atau masalah, dimana setiap anak ingin mencari jawaban atau penyelesaian problem dari segala segi dan kemungkinan yang ada. Metode kelompok dapat diklasifikasikan menjadi diskusi kelas, diskusi kelompok kecil, diskusi terpimpin maupun tanpa dipimpin oleh guru. Metode ini sangat efektif untuk melatih keberanian dan keterampilan anak dalam berkomunikasi dan mengemukakan pendapat, (DEPDIKBUD,1996).&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Kesempatan bagi anak usia pendidikan di SD bekerja dalam kelompok kecil tampak demikian penting guna terselenggaranya proses belajar mengajar yang lebih hidup. Penggunaan metode diskusi dalam rangka pendekatan &lt;a href="http://en.wikipedia.org/wiki/Developmentally_Appropriate_Practice"&gt;&lt;span style="font-weight: bold;"&gt;DAP&lt;/span&gt; (&lt;span style="font-style: italic; font-weight: bold;"&gt;Developmentally Appropriate Practice)&lt;/span&gt;&lt;/a&gt; sebenarnya bukan saja sebagai salah satu cara menyampaikan materi pelajaran kepada peserta didik yang bersifat problematis, tetapi juga melatih anak dalam kehidupan sehari-hari untuk mengembangkan keterampilan berkomunikasi dan membentuk kompetensi-kompetensi sosial yang diperlukan.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Metode diskusi diartikan sebagai siasat "penyampaian" bahan pengajaran yang melibatkan peserta didik untuk membicarakan dan menemukan alternatif pemecahan suatu topik bahasan yang bersifat problematis. Guru, peserta dan atau kelompok peserta didik memiliki perhatian yang sama terhadap topik yang dibicarakan dalam diskusi. Metode diskusi bertujuan untuk:&lt;/p&gt;&lt;p style="text-align: justify;"&gt;1. Melatih peserta didik untuk mengembangkan keterampilan bertanya, berkomunikasi, menafsirkan dan menyimpulkan bahasan&lt;br /&gt;2. Melatih dan membentuk kestabilan sosial-emosional&lt;br /&gt;3. Mengembangkan kemampuan berpikir sendiri dalam memecahkan masalah sehingga tumbuh konsep diri yang lebih positif&lt;br /&gt;4. Mengembangkan keberhasilan peserta didik dalam mengemukakan pendapat&lt;br /&gt;5. Mengembangkan sikap terhadap isu-isu kontroversial&lt;br /&gt;6. Melatih peserta didik berani berpendapat tentang suatu masalah.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;a) Alasan penggunaan metode diskusi&lt;/span&gt;&lt;br /&gt;Metode diskusi digunakan karena beberapa alasan sebagai berikut:&lt;br /&gt;1. Topik bahasan bersifat problematis&lt;br /&gt;2. Merangsang peserta didik untuk terlibat aktif dalam perdebatan ilmiah&lt;br /&gt;3. Melatih peserta didik untuk berpikir kritis dan terbuka&lt;br /&gt;4. Mengembangkan suasana demokratis&lt;br /&gt;5. Peserta didik memiliki pandangan yang berbeda-beda tentang masalah yang dijadikan topik diskusi&lt;br /&gt;6. Peserta didik memiliki pengetahuan dan pendapat-pendapat tentang masalah yang akan didiskusikan&lt;br /&gt;7. Masalah yang didiskusikan ada hubungannya dengan persoalan-persoalan yang lain pula.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;b) Kekuatan metode diskusi&lt;/span&gt;&lt;br /&gt;Adapun kekuatan metode diskusi dapat dipaparkan sebagai berikut:&lt;br /&gt;1. Dapat mendorong partisipasi peserta didik secara aktif baik sebagai partisipan, penanya, penyanggah maupun sebagai ketua atau moderator diskusi.&lt;br /&gt;2. Menimbulkan kreativitas dalam ide, pendapat, gagasan, prakarsa ataupun terobosan-terobosan baru dalam pemecahan masalah&lt;br /&gt;3. Menumbuhkan kemampuan berpikir kritis dan partisipasi demokratis&lt;br /&gt;4. Melatih kestabilan emosi dengan menghargai dan menerima pendapat orang lain dan tidak memaksakan pendapat sendiri sehingga tercipta kondisi memberi dan menerima (take and given)&lt;br /&gt;5. Keputusan yang dihasilkan kelompok akan lebih baik daripada berpikir sendiri.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;c) Keterbatasan metode diskusi&lt;/span&gt;&lt;br /&gt;Keterbatasan dari metode diskusi adalah:&lt;br /&gt;1. Sulit menentukan topik masaiah yang sesuai dengan tingkat berpikir peserta didik dan yang memiliki relevansi dengan lingkungan&lt;br /&gt;2. Memerlukan waktu yang tidak terbatas&lt;br /&gt;3. Pembicaraan atau pembahasan sering meluas dan mengambang&lt;br /&gt;4. Didominasi oleh orang-orang tertentu yang biasanya aktif&lt;br /&gt;5. Memerlukan alat yang fleksibel untuk membentuk tempat yang sesuai&lt;br /&gt;6. Kadang tidak membuat penyelesaian yang tuntas walaupun simpulan telah disepakati namun dalam implementasi sangat sulit dilaksanakan&lt;br /&gt;7. Perbedaan pendapat dapat mengundang reaksi di luar kelas bahkan dapat&lt;br /&gt;menimbulkan bentrokan fisik.&lt;br /&gt;Penggunaan metode diskusi dalam kegiatan pembelajaran Matematika kelas V misalnya diskusi taentang pengukuran yang di dalamnya terdapat masalah; ukuran waktu, ukuran panjang, ukuran luas, dan sebagainya.&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-6758721367167436836?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/2k6dONG6bVE" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/2k6dONG6bVE/metode-diskusi-bagian-2.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/metode-diskusi-bagian-2.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-3853782200062439444</guid><pubDate>Sun, 18 Dec 2011 00:40:00 +0000</pubDate><atom:updated>2011-12-18T07:40:01.356+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Metode Pembelajaran</category><category domain="http://www.blogger.com/atom/ns#">Pengertian</category><title>Tinjauan Tentang Metode Pembelajaran</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/jCCbGLOj81LC_kqEvTcqLjLqyuE/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jCCbGLOj81LC_kqEvTcqLjLqyuE/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/jCCbGLOj81LC_kqEvTcqLjLqyuE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/jCCbGLOj81LC_kqEvTcqLjLqyuE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.ed.psu.edu/NASA/welessite/weles_reflection.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 526px; height: 448px;" src="http://www.ed.psu.edu/NASA/welessite/weles_reflection.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Pada posting terdahulu, beberapa waktu yang lalu ( &lt;span style="font-style: italic;"&gt;Admin udah lupa kapan.. :-D), &lt;/span&gt;telah di ungkapkan mengenai metode pembelajaran. Nah, kita ulangi sedikit mengenai metode pembelajaran. &lt;span style="font-weight: bold; font-style: italic;"&gt;Metode adalah&lt;/span&gt; bagian dari &lt;span style="font-style: italic;"&gt;strategi mengajar&lt;/span&gt;  yang merupakan langkah-langkah taktis yang diambil guru dalam menunjang  strategi yang hendak dikembangkan agar siswa merasa tertarik dan  termotivasi untuk mengikuti pelajaran sehingga tujuan pembelajaran  tercapai secara maksimal.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;a. Pengertian metode pembelajaran&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Menurut Snelbecker (1982: 115) mengemukakan metode pembelajaran adalah suatu cara yang dilakukan oleh guru untuk melaksanakan suatu proses pembelajaran dengan memahami perbedaan karakteristik dan kemampuan siswa, sehingga diharapkan guru dapat membantu kesulitan belajar siswa dalam rangka mencapai tujuan pembelajaran. Proses pembelajaran yang melibatkan guru dan siswa harus diusahakan dalam rangka untuk mencapai tujuan pembelajaran, artinya guru harus mampu memahami bahwa diantara siswa terdapat perbedaan-perbedaan karakteristik. Hal itu karena siswa berasal dari kondisi ekonomi dan kemampuan orang tua yang berbeda, sehinggn dalam mengikuti proses pembelajaran terdapat perbedaan pula. Sedangkan menurut &lt;span style="font-style: italic;"&gt;Robert Heinich&lt;/span&gt; (&lt;span style="font-weight: bold;"&gt;1996&lt;/span&gt;) &lt;span style="font-style: italic;"&gt;Methods are the procedures of instruction that are selected to help learners. &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Dari pengertian tersebut jelaslah bahwa metode bertujuan untuk membantu siswa, dengan memahami perbedaan karakteristik siswa, dalam proses pembelajaran, oleh guru dapat menentukan dan memilih metode pembelajaran yang sesuai, guru dapat memberikan suatu perlakuan, dan penilaian serta keputusan yang tepat kepada siswa, sehingga siswa merasa dirinya dihargai dan diperhatikan dalam proses pembelajaran tersebut. Proses pembelajaran merupakan sistem yang terdiri atas beberapa komponen seperti siswa, guru dan metode serta media pembelajaran yang saling berinteraksi dalam mencapai tujuan. Dalam menyajikan materi pembelajaran guru perlu menentukan dan memilih metode pembelajaran yang tepat untuk mencapai tujuan yang telah ditentukan. Metode pembelajaran yang tepat adalah metode yang mampu membangkitkan motivasi belajar siswa.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Metode adalah cara yang digunakan guru untuk mencapai suatu tujuan pembelajaran. Masalahnya, metode yang dipakai sering terjebak pada yang klasik, seperti cara pembelajarannya yang klasik, yakni siswa duduk yang manis dan guru berdiri, sebagai tokoh sentral di depan kelas dan yang paling banyak digunakan adalah metode ceramah.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Untuk menentukan dan memilih metode pembelajaran, hendaknya berangkat dari perumusan tujuan yang jelas. Setelah tujuan pembelajaran ditentukan, kemudian menentukan dan memilih metode pembelajaran yang dipandang efektif dan efisien apabila metode tersebut dapat mencapai tujuan dengan waktu yang lebih singkat dari metode yang lain. Kriteria yang lain perlu&lt;br /&gt;diperhatikan dalam metode pembelajaran adalah relevan dengan tujuan, isi proses belajar mengajar, kegiatan belajar mengajar dan tingkat keterlibatan siswa dalam proses pembelajaran &lt;span style="font-style: italic;"&gt;(Nana Sudjana&lt;/span&gt;, 2005: 76).&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;!-- adsense --&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Metode mengajar adalah bagian dari strategi mengajar yang merupakan langkah-langkah taktis guru dalarn pelaksanaan kegiatan belajar mengajar untuk mencapai tujuan pcngajaran. Keberhasilan proses belajar mengajar dapat dilihat dari segi efisiensi dan efektivitas. Efisiensi berkenaan dengan pengorbanan yang relatif kecil untuk memperoleh hasil yang optimal. Keefektifan berkenaan dengan jalan, upaya, teknik dan strategi yang digunakan dalam mencapai tujuan secara tepat dan cepat (&lt;span style="font-style: italic;"&gt;Sudjana,&lt;/span&gt; 1996: 59).&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Berdasarkan dari beberapa pendapat tersebut diketahui bahwa metode adalah bagian dari strategi mengajar yang merupakan langkah-langkah taktis yang diambil guru dalam menunjang strategi yang hendak dikembangkan. &lt;span style="font-weight: bold; font-style: italic;"&gt;Jadi metode adalah&lt;/span&gt; adalah cara-cara yang dilakukan guru dalam menyampaikan materi pelajaran matematika agar siswa merasa tertarik dan termotivasi untuk mengikuti pelajaran sehingga tujuan pembelajaran tercapai secara maksimal. Metode pembelajaran sangat berpengaruh terhadap motivasi belajar siswa, sehingga apabila siswa telah termotivasi akan semakin bersemangat untuk belajar matematika, karena dalam belajar matematika dibutuhkan konsentrasi. Matematika mempunyai aspek-aspek tujuan diantaranya pengembangan keterarnpilan berpikir kritis dan kreatif, dapat memecahkan masalah-masalah sederhana dalam kehidupan sehari-hari.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic;"&gt;Winarno Surakhmad&lt;/span&gt; (1994: 96) mengemukakan bahwa metode pembelajaran dapat digolongkan menjadi dua bagian yaitu: (a) metode pembelajaran secara individual, (b) metode pembelajaran secara kelompok. Kedua metode pembelajaran tersebut pada hakekatnya menggunakan prinsip-prinsip pembelajaran yang sama. Perbedaannya bahwa metode pembelajaran individual lebih ditekankan pada pembelajaran individunya, sedangkan pembelajaran kelompok biasanya dilakukan pada sebagian besar orang yang berada dalam suatu kelas.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Oleh karena itu peranan metode mengajar adalah sebagai alat untuk menciptakan proses belajar mengajar atau terciptanya interaksi edukatif. Dijelaskan oleh &lt;span style="font-style: italic;"&gt;Sardiman&lt;/span&gt; (1989: 30) bahwa, Interaksi edukatif dalam proses belajar mengajar merupakan proses interaksi yang disengaja, sadar tujuan yaitu mengantarkan anak didik ke tingkat kedewasaan yang memiliki ciri-ciri sadar&lt;br /&gt;tujuan, ada bahan/pesan yang menjadi isi interaksi, ada subjek didik, ada guru yang melaksanakan, ada metode untuk mencapai tujuan, ada situasi kondusif untuk meningkatkan proses belajar mengajar berjalan baik dan ada penilaian terhadap interaksi.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Metode pembelajaran matematika perlu divariasikan dengan metode lain seperti diskusi, pemberian tugas LKS (Resitasi) , latihan siap (&lt;span style="font-style: italic;"&gt;drill&lt;/span&gt;), sosiodrama dan ceramah. Kemampuan guru berkait dengan kemampuan menyajikan metode pengajaran, sehingga materi tersebut benar-benar bermakna dan dirasakan bermanfaat.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Proses belajar mengajar yang baik memberi pengaruh yang baik kepada perkembangan pribadi siswa. Mereka belajar berpikir secara kritis dan kreatif, bekerja sama untuk memecahkan masalah, belajar mengenai kesanggupan yang ada pada dirinya. Dengan mempelajari suatu mata pelajaran akan memberikan pengalaman yang membangkitkan bermacam-macam sifat, sikap dan kesanggupan yang konstruktif, sebab isi kurikulum sendiri mengandung nilai-nilai yang berharga dalam kehidupan, termasuk mata pelajaran matematika. Pengajaran apapun tanpa dirasakan manfaatnya oleh siswa akan menjadikan pengajaran tersebut kehilangan makna. Hal yang demikian ini apabila terjadi dalam proses belajar mengajar, maka hakekatnya belajar itu sendiri telah mengalami kegagalan. Barangkali hal yang relevan dengan tujuan pengajaran matematika adalah menjadikan pelajaran matematika yang dipelajari dirasakan manfaatnya oleh siswa sudah barang tentu yang diutamakan bukan menghafal rumus-rumus saja melain perlu ketahapan yang lebih jauh yaitu kearah pemahaman konsep secara menyeluruh sehingga dengan demikian siswa tidak akan merasa kesulitan ketika mendapat permasalahan yang dikembangkan dari berbagai konsep.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;-------------#----------------&lt;/p&gt;&lt;p style="text-align: justify;"&gt;DAFTAR PUSTAKA&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Robert Heinich&lt;/span&gt;. 1996. &lt;span style="font-style: italic;"&gt;Englewood&lt;/span&gt;, New Jersey Columbus, Ohio.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Nana Sudjana&lt;/span&gt;. 2001.&lt;span style="font-style: italic;"&gt; Media Pengajaran (Penggunaan Dan Pembuatannya)&lt;/span&gt;. Bandung: Sinarbaru Algensindo.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;______. 1996.&lt;span style="font-style: italic;"&gt; CBSA Cara Belajar Siswa Aktif dalam Proses Belajar Mengajar&lt;/span&gt;. Bandung: PT. Remaja Rosdakarya.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Sardiman&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;AM&lt;/span&gt;.. 1996.&lt;span style="font-style: italic;"&gt; Interaksi dan Motivasi Belajar Mengajar&lt;/span&gt;. Jakarta: Rajawali Perss.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Winarno Surakhmad&lt;/span&gt;. 1994.&lt;span style="font-style: italic;"&gt; Pengantar Interaksi Mengajar Belajar Dasar dan Teknik Metodologi Pengajaran&lt;/span&gt;. Bandung: Tarstio.&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-3853782200062439444?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/8o-Uwo4xSGM" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/8o-Uwo4xSGM/tinjauan-tentang-metode-pembelajaran.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/tinjauan-tentang-metode-pembelajaran.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-6288580361482463193</guid><pubDate>Sat, 17 Dec 2011 11:32:00 +0000</pubDate><atom:updated>2011-12-17T18:32:00.148+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Media Pembelajaran</category><category domain="http://www.blogger.com/atom/ns#">Pengertian</category><title>Penggunaan Media dalam Pembelajaran</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/ljr1it4yaI--80Umgh-0PBHiEpI/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ljr1it4yaI--80Umgh-0PBHiEpI/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/ljr1it4yaI--80Umgh-0PBHiEpI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ljr1it4yaI--80Umgh-0PBHiEpI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-UYKiG4J62vg/TuX6F5r2E_I/AAAAAAAAB8s/1h9RdCxLHHE/s1600/media%2Bpembelajaran.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-UYKiG4J62vg/TuX6F5r2E_I/AAAAAAAAB8s/1h9RdCxLHHE/s320/media%2Bpembelajaran.jpg" alt="" id="BLOGGER_PHOTO_ID_5685225083916129266" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Inovasi dalam dunia pendidikan menuntut kreatifitas dari tenaga kependidikan. Saat ini media pembelajaran mengalami perkembangan yang sangat pesat. Dalam menggunakan media pembelajaran dan efektifitasnya terhadap peserta didik, hendaknya kita terlebih dahulu mengetahui aspek-aspek yang terkait langsung maupun tidak langsung. Mari kita mulai ....&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;1) Prinsip-prinsip umum penggunaan media&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Dalam memilih media untuk pembelajaran, guru sebenarnya tidak hanya cukup mengetahui tentang kegunaan, nilai, serta landasannya, tetapi juga harus mengetahui bagaimana cara menggunakan media tersebut. Adapun prinsip-prinsip umum penggunaan media adalah sebagai berikut: &lt;span style="font-weight: bold;"&gt;a) &lt;/span&gt;penggunaan media pembelajaran hendaknya dipandang sebagai bagian integral dalam sistem pembelajaran, &lt;span style="font-weight: bold;"&gt;b) &lt;/span&gt;guru hendaknya mengalami tingkat hirarki (sequence) dari jenis alat dan kegunaannya, &lt;span style="font-weight: bold;"&gt;c) &lt;/span&gt;pengujian media pembelajaran hendaknya berlangsung terus, sebelum, selama, dan sesudah pemakainnya, &lt;span style="font-weight: bold;"&gt;d)&lt;/span&gt; penggunaan multimedia akan sangat menguntungkan dan memperlancar proses pembelajaran.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;2) Langkah-langkah penggunaan media&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Untuk menggunakan media, seharusnya dilakukan perencanaan yang sistematik. Perlu diingat pula bahwa media pembelajaran digunakan bila media itu mendukung tercapainya tujuan pembelajaran yang disampaikan.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Langkah-langkah penting dalam penggunaan media yaitu sebagai berikut.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic; color: rgb(153, 0, 0);"&gt;a) Persiapan sebelum menggunakan media&lt;/span&gt;&lt;br /&gt;&lt;!-- adsense --&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Langkah awal penggunaannya adalah membuat persiapan sebaik-baiknya, yang dilakukan dengan cara berikut ini.&lt;br /&gt;&lt;span style="font-style: italic;"&gt;(1) Mempelajari petunjuk penggunaan media&lt;/span&gt;, terutama bila dibutuhkan perangkat keras seperti berbagai jenis pesawat proyektor (media elektronik). Periksalah voltase alat untuk disesuaikan dengan listrik setempat sebelum menghidupkan alat. Setelah itu, ikuti petunjuk-petunjuk khusus tiap alat. Di samping manual yang terdapat pada alat, mungkin masih diperlukan buku-buku khusus tentang penggunaan media.&lt;br /&gt;&lt;span style="font-style: italic;"&gt;(2) Semua peralatan yang akan digunakan perlu disiapkan&lt;/span&gt; &lt;span style="font-style: italic;"&gt;sebelumnya&lt;/span&gt;, sehingga dalam pelaksanaan pembelajaran tidak akan terganggu oleh hal-hal yang bersifat teknis.&lt;br /&gt;(3) Perhatikan pengaturan ruang dan jumlah siswa, bila media akan digunakan secara kelompok, penempatan media diatur sedemikian rupa sehingga memungkinkan semua siswa dapat mengikuti kegiatan pembelajaran dengan baik.&lt;/p&gt;&lt;p style="text-align: justify;"&gt; &lt;span style="font-weight: bold; font-style: italic; color: rgb(153, 0, 0);"&gt;b) Pelaksanaan penggunaan media&lt;/span&gt;&lt;br /&gt;Pada saat kegiatan belajar dengan menggunakan media berlangsung, hendaknya dijaga agar suasana tetap tenang. Keadaan tenang tidak berarti siswa harus duduk diam dan pasif, yang penting perhatian siswa tetap terjaga.&lt;br /&gt;Bila hendak menggunakan pesawat proyektor yang memerlukan kegelapan ruang, usahakan agar siswa masih dapat menulis, sehingga masih mungkin membuat catatan yang perlu. Jika dalam proses pembelajaran guru masih perlu menambahkan penjelasan yang harus ditulis dipapan tulis atau transparsi, maka usahakan agar pembelajaran tidak terhalang oleh posisi berdiri guru. Di samping  itu, guru jangan sampai terlampau lama membelakangi pelajar, sehingga kelas kacau karena perhatian guru berkurang. Jika media akan digunakan secara berkelompok, maka usahakan setiap kelompok secara bergiliran dipantau. Dengan demikian, guru dapat membantu siswa bila mendapat kesulitan. Selain itu, dapat terjaga ketertiban kelas (antar kelompok tidak saling terganggu). Selama sajian media berlangsung, dapat diselingi dengan pertanyaan, meminta siswa melakukan sesuatu misalnya menunjukkan gambar, mengerjakan soal, atau merumuskan sesuatu.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic; color: rgb(153, 0, 0);"&gt;c) Evaluasi&lt;/span&gt;&lt;br /&gt;Tahap ini merupakan tahap penyajian apakah tujuan pembelajaran telah tercapai, selain untuk memantapkan pamahaman materi yang disampaiakan melalui media. Untuk itu perlu disediakan&lt;br /&gt;tes yang harus dikerjakan oleh pebelajar sebagai umpan balik. Apabila ternyata tujuan belum tercapai, guru perlu mengulangi sajian program media tersebut.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic; color: rgb(153, 0, 0);"&gt;d) Tindak lanjut&lt;/span&gt;&lt;br /&gt;Dari umpan balik yang diperoleh, guru dapat meminta siswa untuk memperdalam sajian dengan berbagai cara, misalnya diskusi tentang hasil tes, mempelajari referensi, membuat rangkuman, melakukan suatu percobaan, observasi, dan sebagainya.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Uraian di atas merupakan suatu prinsip penggunaan media secara umum dalam pembelajaran. Smaldino dkk dalam Sri Anitah (2009: 74) mengemukakan penggunaan media yang disebut “&lt;span style="font-weight: bold;"&gt;The ASSURE Model&lt;/span&gt;” dengan penjelasan sebagai berikut.&lt;br /&gt;A =&lt;span style="font-weight: bold; font-style: italic;"&gt; Analyze leaner characteristic&lt;/span&gt; (menganalisis karakteristik pebelajar)&lt;br /&gt;Langkah yang pertama adalah mengidentifikasi karakteristik pebelajar. Pebelajar, mungkin siswa, mahasiswa, peserta pelatihan, atau anggota suatu organisasi pebelajar, dapat dikelompokkan ke dalam dua tipe, yakni: (1) karakteristik umum; dan (2) karakteristik khusus (pengetahuan, keteranpilan, dan sikap tertentu untuk mempelajari suatu pokok bahasan).&lt;br /&gt;S =&lt;span style="font-weight: bold; font-style: italic;"&gt; State objectives (menyatakan tujuan)&lt;/span&gt;&lt;br /&gt;Langkah berikutnya adalah merumuskan tujuan pembelajaran sekhusus mungkin. Tujuan ini mungkin dijabarkan dari silabus, buku teks, kurikulum, atau dikembangkan sendiri oleh guru.&lt;br /&gt;S = &lt;span style="font-weight: bold; font-style: italic;"&gt;Select methods&lt;/span&gt;, media, and materials (memilih metode, media, dan materi) Rencana untuk menggunakan media dan teknologi, pertama-tama tentu saja menuntut pemilihan yang sistematis. Proses memilih ada 3 tahap yaitu: (1) menentukan metode yang sesuai untuk suatu tugas belajar, (2) memilih bentuk media yang cocok dengan metode yang akan disajikan, dan (3) memilih, memodifikasi, atau merancang materi secara khusus dalam bentuk media.&lt;br /&gt;U = &lt;span style="font-weight: bold; font-style: italic;"&gt;Utilize media and materials&lt;/span&gt; (memanfaatkan media dan materi)&lt;br /&gt;Perubahan paradigma pembelajaran dari &lt;span style="font-style: italic;"&gt;teacher-centered&lt;/span&gt; ke &lt;span style="font-style: italic;"&gt;studentcebtered&lt;/span&gt;, yang lebih memungkinkan pebelajar memanfaatkan materi, baik secara mandiri atau kelompok kecil daripada mendengarkan presentasi guru secara klasikal. Untuk mengaplikasikan media dan materi,baik untuk teacher centered maupun student centered, perlu melakukan: (1) preview materi, (2) menyiapkan materi, (3) menyiapkan lingkungan, (4) menyiapkan pebelajar, (5) menyajikan pengalaman belajar.&lt;br /&gt;R =&lt;span style="font-weight: bold; font-style: italic;"&gt; Require learner respon&lt;/span&gt; (meminta respon pebelajar)&lt;br /&gt;Pebelajar mempraktikkan apa yang diharapkan untuk dipelajari dan seharunya mendapatkan penguatan untuk respon yang benar. Pebelajar harus aktif dalam kegiatan belajar yang mengharuskan untuk memberikan respon dan menerima balikan atas penampilan.&lt;br /&gt;E = &lt;span style="font-weight: bold; font-style: italic;"&gt;Evaluate&lt;/span&gt; (menilai)&lt;br /&gt;Setelah pembelajaran berakhir, perlu diadakan evaluasi untuk mengetahui hasil serta keefektifan kegiatan belajar. Guna memperoleh gambaran secara lengkap, anda harus mengevaluasi proses pembelajaran secara meyeluruh. Apakah pembelajaran telah mencapai tujuan? Apakah media cukup membantu siswa mencapai tujuan? Dapatkah seluruh siswa menguasai materi? Apakah guru cukup memberi fasilitas belajar kepada siswa?&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;-::- Sri Anitah. 2009. Media Pembejaran. Surakarta: UNS Pres -::-&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic;"&gt;ENd-editing&lt;/span&gt;-seaching on &lt;span style="font-style: italic;"&gt;Google.co.id&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Artikel Terkait :&lt;br /&gt;&lt;/p&gt;&lt;h4 class="post-title" style="margin: 0pt; padding: 0pt; text-align: left;"&gt;&lt;a href="http://www.papantulisku.com/2011/08/celestia-sofware-simulasi-alam-semesta.html"&gt;Celestia -  Sofware Simulasi Alam &lt;/a&gt;&lt;/h4&gt;&lt;h4 class="post-title" style="margin: 0pt; padding: 0pt; text-align: left;"&gt;&lt;a href="http://www.papantulisku.com/2011/07/free-download-education-software.html"&gt;Free Download Education Software&lt;/a&gt;&lt;/h4&gt;&lt;h4 class="post-title" style="margin: 0pt; padding: 0pt; text-align: left;"&gt;&lt;a href="http://www.papantulisku.com/2010/04/download-media-pembelajaran-video.html"&gt;Download Media Pembelajaran&lt;/a&gt;&lt;/h4&gt;&lt;h4 class="post-title" style="margin: 0pt; padding: 0pt; text-align: left;"&gt;&lt;a href="http://www.papantulisku.com/2010/06/download-media-pembelajaran.html"&gt;Download Media Pembelajaran&lt;/a&gt; 2&lt;br /&gt;&lt;/h4&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-6288580361482463193?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/EhArA7VuUrk" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/EhArA7VuUrk/penggunaan-media-dalam-pembelajaran.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-UYKiG4J62vg/TuX6F5r2E_I/AAAAAAAAB8s/1h9RdCxLHHE/s72-c/media%2Bpembelajaran.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/penggunaan-media-dalam-pembelajaran.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-3894733679999559798</guid><pubDate>Thu, 15 Dec 2011 11:14:00 +0000</pubDate><atom:updated>2011-12-15T18:14:00.473+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Artikel Pendidikan</category><category domain="http://www.blogger.com/atom/ns#">http://www.blogger.com/img/blank.gif</category><category domain="http://www.blogger.com/atom/ns#">Info Pendidikan</category><title>Inpassing Guru Bukan Pegawai Negeri Sipil (GBPNS)</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/BRR6YqSj6q7Xb3ivqgeFdGxzdq4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/BRR6YqSj6q7Xb3ivqgeFdGxzdq4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/BRR6YqSj6q7Xb3ivqgeFdGxzdq4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/BRR6YqSj6q7Xb3ivqgeFdGxzdq4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Inpassing Guru Bukan Pegawai Negeri Sipil (GBPNS) &lt;/span&gt;adalah proses penyesuaian kepangkatan Guru Bukan Pegawai Negeri Sipil dengan kepangkatan Guru Pegawai Negeri Sipil. Inpassing Jabatan Fungsional GBPNS dan Angka Kreditnya ditetapkan berdasarkan dua hal, yaitu kualifikasi akademik dan masa kerja yang dihitung mulai dari pengangkatan atau penugasan sebagai GBPNS pada satuan pendidikan.&lt;br /&gt;&lt;br /&gt;Manfaat GBPNS yang telah memiliki SK Inpassing adalah bila sudah lulus sertifikasi akan mendapatkan tunjangan profesi yang besarnya sesuai dengan gaji pokok golongan yang tertulis pada sk inpassing.&lt;br /&gt;&lt;br /&gt;Untuk mengajukan sk inpassing GBPNS harus memenuhi syarat usul sk inpassing. Penetapan jabatan fungsional GBPNS dan angka kreditnya, bukan sebatas untuk memberikan tunjangan profesi bagi mereka, namun lebih jauh adalah untuk menetapkan kesetaraan jabatan, pangkat/golongan yang sesuai dengan ketentuan yang berlaku sekaligus demi tertib administrasi GBPNS.&lt;br /&gt;&lt;br /&gt;Bila usulan sudah dikirim, perlu dipantau: kontak ke Kantor Dinas Pendidikan atau usaha mandiri secara online. Untuk memantau secara online, ada dua jalan:&lt;br /&gt;&lt;span style="font-style: italic;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;ul style="text-align: justify; font-style: italic;"&gt;&lt;li&gt;&lt;a title="Klik di sini, pilih provinsi kemudian kab/kota atau masukkan NUPTK" href="http://p2tkdikdas.kemdiknas.go.id/?option=com_skinpassing" target="_blank"&gt;&lt;strong&gt;&lt;em&gt;Lihat SK Inpassing&lt;/em&gt;&lt;/strong&gt;&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;em&gt;&lt;a title="Klik di sini dan masukkan NUPTK" href="http://p2tkdikdas.kemdiknas.go.id/" target="_blank"&gt;&lt;strong&gt;Lihat Status Kekurangan Berkas&lt;/strong&gt;&lt;/a&gt; (dengan memasukkan NUPTK)&lt;/em&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Selain itu untuk mengetahui SK Impasing dan tunjangan profesi, dapat melalui sms.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Berikut sms gateway untuk melihat SK Inpassing dan Tunjangan Profesi jenjang Pendidikan Dasar.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Untuk mengetahui tunjangan profesi, kata kunci yang dapat digunakan  adalah NRG, NUPTK, atau Nomor Peserta Sertifikasi. Sedangkan untuk  mengetahui SK Inpassing Guru Bukan PNS, kata kuncinya hanya NUPTK.&lt;/p&gt; &lt;p&gt;&lt;img style="width: 494px; height: 715px;" class="alignleft size-full wp-image-5019" title="tunas63 Berbagi Ilmu dan Persaudaraan" src="http://tunas63.files.wordpress.com/2011/08/sms_all.jpg?w=468" alt="" /&gt;&lt;/p&gt; &lt;p&gt; &lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Untuk pengusulan, melewati beberapa tahapan dan persyaratan. Untuk pengusulan SK Impasing ini tidak akan kami jelaskan, karena sesuai Permendiknas nomor&lt;span style="font-weight: bold;"&gt; 22/2010&lt;/span&gt;, batas akhir penetapan SK Inpassing  adalah &lt;span style="font-weight: bold;"&gt;30 Desember 2011&lt;/span&gt;. Oleh karena itu, bagi yang belum pernah  mengusulkan agar segera mengusulkan dengan syarat dan prosedurnya. Nah, untuk contoh formar usulannya beserta ketentuannya, dapat anda unduh di bawah ini :&lt;br /&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://www.ziddu.com/download/14096991/PedomanInpassing2010_PMPTK.pdf.html"&gt;Pedoman Penetapan Jabatan Fungsional Guru Bukan PNS &lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;span style="font-size:100%;"&gt; &lt;/span&gt;&lt;h2&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://www.ziddu.com/download/14096992/Permendiknas22_2010_InpassingNonpns.pdf.html"&gt;Permendiknas 22/2010: Penetapan Inpassing Jabatan Fungsional Guru Bukan PNS&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;span style="font-size:100%;"&gt; &lt;/span&gt;&lt;h2&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://www.ziddu.com/download/14939376/Permendiknas_72_2008_Tunjgn-Profesi-GTT-Bukan-PNS.pdf.html" target="_blank"&gt;Permendiknas 72/2008: Tunjangan Profesi GTT Bukan PNS&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p&gt;&lt;a href="http://www.ziddu.com/download/17792510/SURATDINASIMPASSING2011Format1dan2.pdf.html"&gt;&lt;span style="font-weight: bold;"&gt;Berkas Usulan&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Sumber : &lt;span style="font-weight: bold; font-style: italic;"&gt;Kemendiknas.go.id&lt;/span&gt; - &lt;span style="font-weight: bold;"&gt;Google&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-3894733679999559798?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/tMt7PoaT1Es" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/tMt7PoaT1Es/inpassing-guru-bukan-pegawai-negeri.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/inpassing-guru-bukan-pegawai-negeri.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-6196742253621559174</guid><pubDate>Wed, 14 Dec 2011 03:32:00 +0000</pubDate><atom:updated>2011-12-14T10:32:00.304+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Media Pembelajaran</category><category domain="http://www.blogger.com/atom/ns#">SEQIP</category><category domain="http://www.blogger.com/atom/ns#">Pengertian</category><title>Media Science Education Quality Improvement Project (SEQIP)</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Yjk2fToXazeSqdDTxaEC-VkAIJQ/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Yjk2fToXazeSqdDTxaEC-VkAIJQ/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Yjk2fToXazeSqdDTxaEC-VkAIJQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Yjk2fToXazeSqdDTxaEC-VkAIJQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-MvAgGI1BtEU/TuV-IgaqzkI/AAAAAAAAB8g/G2B1BNnHU9c/s1600/seqip1.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 226px; height: 320px;" src="http://4.bp.blogspot.com/-MvAgGI1BtEU/TuV-IgaqzkI/AAAAAAAAB8g/G2B1BNnHU9c/s320/seqip1.jpg" alt="" id="BLOGGER_PHOTO_ID_5685088789230964290" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;SEQIP&lt;/span&gt; (&lt;span style="font-style: italic;"&gt;Science Education Quality Improvement Project&lt;/span&gt;) atau proyek peningkatan mutu pendidikan Ilmu Pengetahuan Alam di sekolah dasar dengan menekankan penggunakan strategi dan metode-metode pembelajaran interaktif dengan berbagai sumber belajar. Media SEQIP membantu guru IPA agar dapat mempersiapkan pembelajaran dengan lebih mudah dan lebih tepat serta dapat melaksanakan secara optimal sehingga tercipta suatu situasi pembelajaran IPA yang menyenangkan, aktif, kreatif dan efektif.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Sistem peralatan pembelajaran &lt;span style="font-weight: bold;"&gt;SEQIP &lt;/span&gt;dirancang untuk sekolah dasar dan terdiri dari tiga bagian :&lt;br /&gt;1. &lt;span style="font-weight: bold;"&gt;Kit Murid (KM) &lt;/span&gt;untuk percobaan yang dilaksanakan oleh siswa sendiri dalam kelompok-kelompok kecil.&lt;br /&gt;2. &lt;span style="font-weight: bold;"&gt;Kit Guru (KG)&lt;/span&gt; untuk peragaan dan percobaan yang umumnya dilakukan oleh guru dan siswa.&lt;br /&gt;3. &lt;span style="font-weight: bold;"&gt;Buku panduan&lt;/span&gt; untuk percobaan-percobaan yang dirakit sendiri (Buku Percobaan IPA) dengan menggunakan barang atau bahan yang ditemukan dilingkungan tempat tinggal siswa.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Sistem peralatan adalah satu diantara enam komponen&lt;span style="font-weight: bold;"&gt; SEQIP&lt;/span&gt; untuk meningkatkan mutu pembelajaran IPA. Keenam komponen tersebut, yaitu sistem pelatihan, bantuan profesional bagi guru, sistem peralatan pemeliharaan dan perbaikan, pengembangan bahan tertulis, dan sistem monitoring dan evaluasi, diimplementasikan secara simultan untuk mencapai perbaikan yang berarti pada proses dan hasil pembelajaran siswa.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Peralatan dan percobaan dikembangkan berdasarkan proses pembelajaran tertentu. Ini berarti bahwa proses pembelajaranlah yang menentukan sarana pembelajaran dan bukan sebaliknya. Percobaan pada umumnya tidak mendominasi proses belajar mengajar. Peralatan dirancang untuk mempermudah proses pembelajaran yang aktif dan menyenangkan.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="color: rgb(153, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;Langkah-langkah pembelajaran Media &lt;span style="font-style: italic;"&gt;Science Education Quality Improvement Project &lt;/span&gt;(SEQIP) &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;Pada bagian ini diberikan informasi tentang cara guru membelajarkan siswa mengenai konsep yang bersangkutan. Di dalamnya tercakup paparan tentang :&lt;br /&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;Bagaimana memulai pembelajaran (pengenalan masalah/topik penbelajaran)&lt;/li&gt;&lt;li&gt;Bagaimana membuat siswa mengerti langkah demi langkah tentang konsep yang dipelajarinya (paparan tentang penerapan yang tepat dari metode pembelajaran tertentu atau kombinasi metode)&lt;/li&gt;&lt;li&gt;Penerapan konsep dalam kehidupan sehari-hari &lt;/li&gt;&lt;li&gt;Kesimpulan/ringkasan&lt;/li&gt;&lt;li&gt;Saran untuk pekerjaan rumah&lt;/li&gt;&lt;/ol&gt;&lt;p style="text-align: justify;"&gt;Paparan tentang langkah-langkah kegiatan juga mencakup diagnosa, gambar, tabel dan sebagainya.&lt;span style="font-weight: bold;"&gt; Rangkaian informasi&lt;/span&gt; dalam kotak yang disertai gambar tangan yang menulis merupakan materi yang harus ditulis oleh guru di papan tulis. Informasi ini misalnya :&lt;br /&gt;a. Petunjuk pengamatan terhadap percobaan&lt;br /&gt;b. Ringkasan hasil dari apa yang diamati siswa atau hasil pembahasan dengan siswa sebelumnya&lt;br /&gt;c. Kesimpulan yang ditemukan oleh siswa&lt;br /&gt;d. Informasi penting yang diberikan oleh guru tentang topik tertentu&lt;br /&gt;e. Gambar-gambar yang membantu untuk menjelaskan dan mengerti suatu masalah.&lt;br /&gt;f. Ringkasan topik tertentu&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Semua informasi ini perlu dibuat oleh guru di papan tulis selama pembelajaran. Para siswa akan menyalin teks dan informasi ini ke dalam buku tulis mereka. Dengan kata lain, bahan-bahan tersebut menjadi sumber yang berguna bagi mereka untuk menanggulangi pelajaran dan mengingat hal-hal utama dari topik tertentu. &lt;span style="font-style: italic;"&gt;(Depdiknas, 2002)&lt;/span&gt;.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Dari berbagai uraian di atas dapat disimpulkan media SEQIP adalah suatu alat peraga untuk mempermudah pembelajaran IPA sehingga menimbulkan pembelajaran aktif, kreatif, efektif dan menyenangkan.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-6196742253621559174?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/aFKsHgjO_wE" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/aFKsHgjO_wE/media-science-education-quality.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-MvAgGI1BtEU/TuV-IgaqzkI/AAAAAAAAB8g/G2B1BNnHU9c/s72-c/seqip1.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/media-science-education-quality.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-8344048735977790895</guid><pubDate>Mon, 12 Dec 2011 03:16:00 +0000</pubDate><atom:updated>2011-12-12T10:31:25.191+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Alat Peraga</category><category domain="http://www.blogger.com/atom/ns#">Pengertian</category><title>Tinjauan Tentang Alat Peraga ( IPA)</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/lk7u6ZksTRoPBEwWWkexj6J86I8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lk7u6ZksTRoPBEwWWkexj6J86I8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/lk7u6ZksTRoPBEwWWkexj6J86I8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lk7u6ZksTRoPBEwWWkexj6J86I8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;Dalam pembelajaran IPA di sekolah dasar tak lepas dengan alat peraga yang sangat dibutuhkan oleh guru dan siswa.Untuk itu, pada posting kali ini diuraikan tentang :&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;a. Pengertian Alat Peraga&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Sebelum membicarakan lebih jauh tentang alat peraga, terlebih dahulu kita harus memahami pengertian atau definisi alat peraga itu sendiri. Berbicara tentang alat peraga sebagai media pendidikan dan pengajaran kita dapat melihatnya dalam pengertian yang luas maupun terbatas. Berbagai sudut pandang, maksud atau tujuan tertentu menyebabkan timbulnya berbagai pendapat para ahli pendidikan yang menjelaskan pengertian alat peraga.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;1) &lt;span style="font-style: italic;"&gt;Gagne&lt;/span&gt; menempatkan alat peraga sebagai komponen sumber, dia mendifinisikan alat peraga sebagai: “ komponen sumber belajar di lingkungan siswa yang dapat merangsang siswa untuk belajar”.&lt;br /&gt;&lt;br /&gt;2) &lt;span style="font-style: italic;"&gt;Briggs&lt;/span&gt; berpendapat bahwa harus ada sesuatu untuk mengkomunikasikan materi (pesan kurikuler) supaya terjadi proses belajar. Karena itu dia mendifinisikan alat peraga sebagai “wahana fisik yang mengandung materi pembelajaran”.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;3) &lt;span style="font-style: italic;"&gt;Wilbur Schramm&lt;/span&gt; nampaknya melihat alat peraga dalam pendidikan sebagai suatu tehnik untuk menyampaikan pesan.Oleh sebab itu dia mendifinisikan alat peraga, sebagai berikut “Alat&lt;br /&gt;peraga adalah tehnologi pembawa informasi atau pesan pembelajaran”.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;b. Jenis- Jenis Alat Peraga IPA&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Khususnya alat peraga IPA telah dikembangkan untuk membantu proses belajar mengajar dengan tujuan anak didik dapat lebih mudah memahami konsep-konsep IPA. Beberapa ahli pendidikan, khususnya ahli tentang media pendidikan telah menggolongkan alat peraga sesuai dengan fungsi, bentuk dan sumber alat peraga tersebut.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-MEqOcjhW1mY/TuV1OtR4ycI/AAAAAAAAB8U/w1BneI-JAMk/s1600/alat%2Bperaga%2Bipa.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 180px;" src="http://2.bp.blogspot.com/-MEqOcjhW1mY/TuV1OtR4ycI/AAAAAAAAB8U/w1BneI-JAMk/s320/alat%2Bperaga%2Bipa.jpg" alt="" id="BLOGGER_PHOTO_ID_5685079000158357954" border="0" /&gt;&lt;/a&gt;Secara umum alat peraga sebagai media pendidikan terdiri dari:&lt;span style="font-weight: bold;"&gt; 1) &lt;/span&gt;bahan –bahan cetakan atau bacaan seperti buku, koran, majalah dan sebagainya. &lt;span style="font-weight: bold;"&gt;2) &lt;/span&gt;alat-alat audio dan visual, seperti: radio kaset, TV, video, dan lain-lain.&lt;span style="font-weight: bold;"&gt; 3)&lt;/span&gt; sumber-sumber masyarakat, seperti: monument, candi dan peninggalan sejarah lainnya. &lt;span style="font-weight: bold;"&gt;4) &lt;/span&gt;koleksi bendabenda seperti: koleksi mata uang kuno, koleksi awetan tumbuhan dan hewan. &lt;span style="font-weight: bold;"&gt;5)&lt;/span&gt; perilaku guru ketika yang dicontohkan kepada siswa. Dengan melihat peranan alat peraga seperti yang telah dijelaskan diatas, maka pembelajaran IPA akan lebih efektif dan lebih nyata.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Lebih jauh secara rinci, kita dapat melihat alat peraga IPA di sekolah dasar sehubungan dengan pendekatan ketrampilan proses, baik bagi siswa maupun bagi guru itu sendiri.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;1. Manfaat alat peraga IPA bagi siswa&lt;/span&gt;&lt;br /&gt;- Dapat meningkatkan motivasi belajar&lt;br /&gt;- Dapat menyediakan variasi belajar&lt;br /&gt;- Dapat memberi gambaran struktur yang memudahkan belajar&lt;br /&gt;- Dapat memberikan contoh yang selektif&lt;br /&gt;- Dapat merangsang berpikir analisis&lt;br /&gt;- Dapat memberikan situasi belajar yang tanpa beban atau tekanan (kurang bersifat formal).&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;2. Manfaat alat peraga IPA bagi guru&lt;/span&gt;&lt;br /&gt;- Dapat memberikan pedoman dalam merumuskan tujuan pembelajaran&lt;br /&gt;- Dapat memberikan sistematika mengajar&lt;br /&gt;- Dapat memudahkan kendali pengajaran&lt;br /&gt;- Dapat membantu kecermatan dan ketelitian dalam penyajian&lt;br /&gt;- Dapat membangkitkan rasa percaya diri dalam mengajar&lt;br /&gt;- Dapat meningkatkan kualitas pengajaran.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Peranan alat peraga dalam pembelajaran IPA sebagai proses antara lain memberikan pengalaman langsung dalam belajar, mengaktifkan komunikasi dan interaksi antar guru dan siswa dan memperbesar perhatian siswa terhadap pelajaran yang diberikan guru.&lt;br /&gt;Disamping itu nilai praktis alat peraga IPA antara lain dapat menampilkan obyek yang langka dan sulit diamati, dapat melihat gerakan obyek secara langsung dan tidak langsung.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Daftar Pustaka :&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic;"&gt;Bruner&lt;/span&gt; (dalam Handoyo.1990.148) Teori Belajar.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Gagne (dalam Ismail, 1998) Komponen Sumber Belajar&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Waler Klinger (1997) “Metode Pengajaran Ilmu Pendidikan Alam” Nurn Berg :&lt;br /&gt;Erziehung Swiss. Fakultat Der Universitat Erlangen.&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-8344048735977790895?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/2D7w8PTgb8s" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/2D7w8PTgb8s/tinjauan-tentang-alat-peraga-ipa.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-MEqOcjhW1mY/TuV1OtR4ycI/AAAAAAAAB8U/w1BneI-JAMk/s72-c/alat%2Bperaga%2Bipa.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/tinjauan-tentang-alat-peraga-ipa.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-5387669181951732535</guid><pubDate>Sun, 11 Dec 2011 22:55:00 +0000</pubDate><atom:updated>2011-12-12T05:59:13.083+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Realistic Mathematic Education</category><category domain="http://www.blogger.com/atom/ns#">Pendekatan</category><title>Kelebihan dan Kelemahan Pembelajaran Matematika Realistik Serta Penerapannya</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/W8iyBuo43uQHZiuWEv-otiu6d5A/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/W8iyBuo43uQHZiuWEv-otiu6d5A/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/W8iyBuo43uQHZiuWEv-otiu6d5A/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/W8iyBuo43uQHZiuWEv-otiu6d5A/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;span class="fullpost"&gt;&lt;/span&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="color: rgb(153, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;A. Kelebihan dan Kelemahan&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;1) Kelebihan&lt;/span&gt; pembelajaran matematika realistik antara lain :&lt;br /&gt;a) Karena membangun sendiri pengetahuannya, maka siswa tidak pernah lupa.&lt;br /&gt;b) Suasana dalam proses pembelajaran menyenangkan karena menggunakan realitas kehidupan, sehingga siswa tidak cepat bosan untuk belajar matematika.&lt;br /&gt;c) Siswa merasa dihargai dan semakin terbuka, karena sikap belajar siswa ada nilainya.&lt;br /&gt;d) Memupuk kerjasama dalam kelompok.&lt;br /&gt;e) Melatih keberanian siswa karena siswa harus menjelaskan jawabannya.&lt;br /&gt;f) Melatih siswa untuk terbiasa berfikir dan mengemukakan pendapat.&lt;br /&gt;g) Mendidik budi pekerti.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;2) Kelemahan&lt;/span&gt; pembelajaran matematika realistik antara lain :&lt;br /&gt;a) Karena sudah terbiasa diberi informasi terlebih dahulu maka siswa masih kesulitan dalam menentukan sendiri jawabannya&lt;br /&gt;b) Membutuhkan waktu yang lama.&lt;br /&gt;c) Siswa yang pandai kadang tidak sabar menanti jawabannya terhadap teman yang belum selesai&lt;br /&gt;d) Membutuhkan alat peraga yang sesuai dengan situasi pembelajaran saat itu&lt;br /&gt;e) Belum ada pedoman penilaian sehingga guru merasa kesal dalam evaluasi/memberi nilai.&lt;br /&gt;(www. google. RME. co. id)&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="color: rgb(153, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;B. Penerapan Pendekatan Matematika Realistik dalam Pembelajaran Perkalian&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Perkalian adalah penjumlahan yang berulang sebanyak “n” dan berlaku sifat komutatif dan asosiatif. Menurut David Glover (2006:20). materi perkalian materi esensial yang cukup lama proses penanamannya. Bahkan, kalau sudah disajikan dalam soal cerita seringkali siswa mengalami kesulitan.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Untuk itu guru harus mampu menemukan suatu cara agar bisa membawa siswa lebih mudah dalam penanaman konsep materi tesebut dengan membawa anak ke situasi permasalahan yang nyata dalam kehidupan sehari-hari yang sering dialami siswa, misalnya dalam penanaman konsep perkalian, dengan cara guru mengajukan pertanyaan, “&lt;span style="font-style: italic; font-weight: bold;"&gt; 3 ekor ayam, kakinya ada berapa ?&lt;/span&gt;” Dengan masalah seperti ini, jawaban anak diharapkan akan bermacam-macam. Salah satunya adalah banyaknya kaki ayam adalah 2 + 2 + 2. Jika tidak ada yang menyatakan dengan 3 x 2, maka kita dapat mengenalkan tentang notasi atau lambang atau konsep perkalian, yaitu 3 x 2. Jadi, dengan pertanyaan tadi diharapkan siswa dapat membangun atau mengkontruksikan pengetahuannya sendiri. Dari jawaban pertanyaan itu dimunculkan konsep perkalian. Jadi, bukan guru yang langsung mengumumkan, namun siswa yang mendapatkan arti 3 x 2.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Pembelajaran dengan pendekatan realistik adalah suatu konsep pembelajaran yang menghubungkan materi pelajaran dengan situasi nyata yang dikenal siswa dan proses konstruksi pengetahuan matematika oleh siswa sendiri. Masalah konteks nyata merupakan bagian inti dan dijadikan sebagai starting point dalam pembelajaran matematika dengan menggunakan pendekatan realistik ini.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Dengan demikian pembelajaran realistik merupakan suatu sistem pembelajaran yang didasarkan pada penelitian kognitif, afektif dan psikomotor, sehingga guru harus merencanakan pengajaran yang cocok dengan tahap perkembangan siswa, baik itu mengenai kelompok belajar siswa, memfasilitasi pengaturan belajar siswa, mempertimbangkan latar belakang dan keragaman pengetahuan siswa, serta mempersiapkan cara-teknik pertanyaan dan pelaksanaan assessmen otentiknya, sehingga pembelajaran mengarah pada peningkatan kecerdasan siswa secara menyeluruh untuk dapat menyelesaikan permasalahan yang dihadapinya.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-5387669181951732535?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/txBw3F87OuY" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/txBw3F87OuY/kelebihan-dan-kelemahan-pembelajaran.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/kelebihan-dan-kelemahan-pembelajaran.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-7709510483406461635</guid><pubDate>Sun, 11 Dec 2011 22:33:00 +0000</pubDate><atom:updated>2011-12-12T05:59:08.899+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Pendekatan</category><title>Konsepsi dan Langkah-langkah Pendekatan Matematika Realistik</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/CuXCIYywvAYCxOBQhGGC0315Ci4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/CuXCIYywvAYCxOBQhGGC0315Ci4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/CuXCIYywvAYCxOBQhGGC0315Ci4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/CuXCIYywvAYCxOBQhGGC0315Ci4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;span class="fullpost"&gt;&lt;/span&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold; color: rgb(102, 0, 0);"&gt;A. Konsepsi Pendekatan Matematika Realistik&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Menurut Sutarto Hadi (dalam Supinah dan Agus D.W, 2008) mengemukakan beberapa konsepsi pendekatan matematika realistik tentang siswa, guru, dan pembelajaran.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;1) Konsepsi pendekatan matematika realistik tentang siswa adalah sebagai berikut:&lt;/span&gt;&lt;br /&gt;a) Siswa memiliki seperangkat konsep alternatif tentang ide-ide matematika yang mempengaruhi belajar selanjutnya;&lt;br /&gt;b) Siswa memperoleh pengetahuan baru dengan membentuk pengetahuan itu untuk dirinya sendiri;&lt;br /&gt;c) Pembentukan pengetahuan merupakan proses perubahan yang meliputi penambahan, kreasi, modifikasi, penghalusan, penyusunan kembali dan penolakan;&lt;br /&gt;d) Pengetahuan baru yang dibangun oleh siswa untuk dirinya sendiri berasal dari seperangkat ragam pengalaman;&lt;br /&gt;e) Setiap siswa tanpa memandang ras, budaya dan jenis kelamin mampu memahami dan mengerjakan matematika.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;2) Konsepsi pendekatan matematika realistik tentang guru adalah sebagai berikut:&lt;/span&gt;&lt;br /&gt;a) Guru hanya sebagai fasilitator dalam pembelajaran;&lt;br /&gt;b) Guru harus mampu membangun pembelajaran yang interaktif;&lt;br /&gt;c) Guru harus memberikan kesempatan kepada siswa untuk secara aktif terlibat pada proses pembelajaran dan secara aktif membantu siswa dalam menafsirkan persoalan riil; dan&lt;br /&gt;d) Guru tidak terpancang pada materi yang ada di dalam kurikulum, tetapi aktif mengaitkan kurikulum dengan dunia riil, baik fisik maupun sosial.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;3) Konsepsi pendekatan matematika realistik tentang pembelajaran matematika meliputi aspek- aspek berikut:&lt;/span&gt;&lt;br /&gt;a) Memulai pembelajaran dengan mengajukan masalah (soal) yang ‟riil‟ bagi siswa sesuai dengan pengalaman dan tingkat pengetahuannya, sehingga siswa segera terlibat dalam pembelajaran secara bermakna.&lt;br /&gt;b) Permasalahan yang diberikan tentu harus diarahkan sesuai dengan tujuan yang ingin dicapai dalam pembelajaran tersebut;&lt;br /&gt;c) Siswa mengembangkan atau menciptakan model-model simbolik secara informal terhadap persoalan/permasalahan yang diajukan;&lt;br /&gt;d) Pembelajaran berlangsung secara interaktif. Siswa menjelaskan dan memberikan alasan terhadap jawaban yang diberikannya, memahami jawaban temannya (siswa lain), setuju terhadap jawaban temannya, menyatakan ketidaksetujuan, mencari alternatif penyelesaian yang lain, dan melakukan refleksi terhadap setiap langkah yang ditempuh atau terhadap hasil pembelajaran (&lt;span style="font-style: italic;"&gt;http: //p4tkmatematika.org/../ matematika-sd/&lt;/span&gt;).&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="color: rgb(153, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;B. Langkah-Langkah Pembelajaran Matematika Realistik&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Menurut Supinah dan Agus D.W (2008), langkah-langkah pembelajaran matematika realistik adalah sebagai berikut :&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;1) &lt;/span&gt;Memulai pembelajaran dengan mengajukan masalah (soal) yang real bagi siswa sesuai dengan pengalaman dan tingkat pengetahuannya, sehingga siswa segera terlibat dalam pembelajaran secara bermakna.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;2) &lt;/span&gt;Permasalahan yang diberikan harus diarahkan sesuai dengan tujuan yang ingin dicapai dalam pembelajaran tersebut.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;3) &lt;/span&gt;Siswa mengembangkan atau menciptakan model-model simbolik secara informal terhadap persoalan/permasalahan yang diajukan.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;4) &lt;/span&gt;Pembelajaran berlangsung secara interaktif, siswa menjelaskan dan memberikan alasan terhadap jawaban yang diberikannya, memahami jawaban temannya (siswa lain), setuju terhadap jawaban temannya, menyatakan ketidaksetujuan, mencari alternatif penyelesaian yang lain, dan melakukan refleksi terhadap setiap langkah yang ditempuh atau terhadap hasil pembelajaran (&lt;span style="font-style: italic;"&gt;http: //p4tkmatematika.org/../matematika-sd/&lt;/span&gt;).&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;Sedangkan menurut &lt;span style="font-weight: bold; font-style: italic;"&gt;Nyimas Aisyah&lt;/span&gt;, dkk (2007: 7.27), langkah-langkah pembelajaran matematika realistik yaitu :&lt;br /&gt;&lt;span style="font-style: italic;font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;1) Persiapan&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;a) Menentukan masalah kontekstual yang sesuai dengan pokok bahasan yang akan diajarkan.&lt;br /&gt;b) Mempersiapkan model atau alat peraga yang dibutuhkan.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;2) Pembukaan&lt;/span&gt;&lt;br /&gt;a) Memperkenalkan masalah kontekstual kepada siswa.&lt;br /&gt;b) Meminta siswa menyelesaikan masalah dengan cara mereka sendiri.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;3) Proses Pembelajaran&lt;/span&gt;&lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/span&gt;a) Memperhatikan kegiatan siswa baik secara individu ataupun kelompok.&lt;br /&gt;b) Memberi bantuan jika diperlukan.&lt;br /&gt;c) Memberi kesempatan kepada siswa untuk menyajikan hasil kerja mereka dan mengomentari hasil kerja temannya.&lt;br /&gt;d) Mengarahkan siswa untuk mendapatkan strategi terbaik untuk menyelesaikan masalah.&lt;br /&gt;e) Mengarahkan siswa untuk menentukan aturan atau prinsip yang bersifat umum.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;4) Penutup&lt;/span&gt;&lt;br /&gt;a) Mengajak siswa menarik kesimpulan tentang apa yang telah mereka lakukan dan pelajari.&lt;br /&gt;b) Memberi evaluasi berupa soal matematika dan pekerjaan rumah.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-7709510483406461635?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/dqti_hfM5Dw" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/dqti_hfM5Dw/konsepsi-dan-langkah-langkah-pendekatan.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/konsepsi-dan-langkah-langkah-pendekatan.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-4636237224477914669</guid><pubDate>Sun, 11 Dec 2011 22:25:00 +0000</pubDate><atom:updated>2011-12-12T05:48:50.197+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Realistic Mathematic Education</category><category domain="http://www.blogger.com/atom/ns#">Pendekatan</category><title>Ciri-ciri dan Prinsip RME - Pendekatan Pembelajaran Matematika Realistik / Realistic Mathematic Education (RME)( Bagian - 2 )</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/T6MRaNnT8_enohnwOIrlP5neAR0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/T6MRaNnT8_enohnwOIrlP5neAR0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/T6MRaNnT8_enohnwOIrlP5neAR0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/T6MRaNnT8_enohnwOIrlP5neAR0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-8tFBZw4tqIA/TuUy8D-VTYI/AAAAAAAAB78/snKQ7aMPi0M/s1600/kid_in_menger_sponge.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 320px;" src="http://1.bp.blogspot.com/-8tFBZw4tqIA/TuUy8D-VTYI/AAAAAAAAB78/snKQ7aMPi0M/s320/kid_in_menger_sponge.JPG" alt="" id="BLOGGER_PHOTO_ID_5685006112065408386" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span class="fullpost"&gt;&lt;/span&gt;&lt;span style="color: rgb(153, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;A. Ciri - Ciri RME ( &lt;/span&gt;&lt;span style="font-style: italic; font-weight: bold;"&gt;Realistic Mathematic Education&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;)&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Pada psoting sebelumnya kita telah berkenalan dengan RME, namun jika belum kenal maka anda dapat berkenalan disini : &lt;span style="font-style: italic;"&gt;Realistic Mathematic Education (RME)&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt; &lt;span style="font-style: italic;"&gt;Menurut Supinah dan Agus D.W&lt;/span&gt; (2008), Pendidikan Matematika- &lt;span style="font-style: italic;"&gt;Realistik&lt;/span&gt; &lt;span style="font-style: italic;"&gt;Realistic Mathematic Education (RME)&lt;/span&gt; adalah pendekatan pembelajaran yang memiliki ciri-ciri sebagai berikut:&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;1) Menggunakan masalah kontekstual,&lt;/span&gt;&lt;br /&gt;yaitu matematika dipandang sebagai kegiatan sehari-hari manusia, sehingga memecahkan masalah kehidupan yang dihadapi atau dialami oleh siswa (masalah kontekstual yang realistik bagi siswa) merupakan bagian yang sangat penting.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;2) Menggunakan model,&lt;/span&gt;&lt;br /&gt;yaitu belajar matematika berarti bekerja dengan alat matematis hasil matematisasi horisontal.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;3) Menggunakan hasil dan konstruksi siswa sendiri,&lt;/span&gt;&lt;br /&gt;yaitu siswa diberi kesempatan untuk menemukan konsep-konsep matematis, di bawah bimbingan guru.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;4) Pembelajaran terfokus pada siswa&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;5) Terjadi interaksi antara murid dan guru,&lt;/span&gt;&lt;br /&gt;yaitu aktivitas belajar meliputi kegiatan memecahkan masalah kontekstual yang realistik (&lt;span style="font-style: italic;"&gt;http: //p4tkmatematika.org/../matematika-sd/&lt;/span&gt;).&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Nyimas Aisyah&lt;/span&gt;, dkk (2007: 7.18-7.19), juga menyatakan bahwa pendekatan matematika realistik mempunyai karekteristik atau ciri-ciri sebagai berikut :&lt;br /&gt;1) Pembelajaran harus dimulai dari masalah kontekstual yang diambil dari dunia nyata.&lt;br /&gt;2) Dunia abstrak dan nyata harus dijembatani oleh model.&lt;br /&gt;3) Siswa dapat menggunakan strategi, bahasa, atau symbol mereka sendiri dalam proses mematematikakan dunia mereka. Artinya, siswa memiliki kebebasan untuk mengekspresikan hasil kerja mereka dalam menyelesaikan masalah nyata yang diberikan oleh guru.&lt;br /&gt;4) Proses pembelajaran harus interaktif.&lt;br /&gt;5) Hubungan di antara bagian-bagian dalam matematika dengan disiplin ilmu lain, dan dengan masalah dari dunia nyata diperlukan sebagai satu kesatuan yang saling kait mengait dalam penyelesaian masalah.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="color: rgb(153, 0, 0);font-size:130%;" &gt; &lt;span style="font-weight: bold;"&gt;&lt;!-- adsense --&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="color: rgb(153, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: bold;"&gt;c. Prinsip RME&lt;/span&gt; &lt;/span&gt;Menurut Van den Heuvel Panhuizen (dalam Supinah dan Agus D.W, 2008), prinsip-prinsip dalam pendekatan realistik adalah sebagai berikut :&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;1) Prinsip aktivitas (Activity Principle)&lt;/span&gt;&lt;br /&gt;Matematika adalah aktivitas manusia. Pembelajar harus aktif baik secara mental maupun fisik dalam pembelajaran matematika.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;2) Prinsip realitas (Reality Principle)&lt;/span&gt;&lt;br /&gt;Pembelajaran matematika dimulai dengan masalah-masalah yang realistik atau dapat dibayangkan oleh siswa.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;3) Prinsip berjenjang (Level Principle)&lt;/span&gt;&lt;br /&gt;Artinya dalam belajar matematika siswa melewati berbagai jenjang pemahaman, yaitu dari mampu menemukan solusi suatu masalah kontekstual atau realistik secara informal, melalui skematisasi memperoleh pengetahuan tentang hal-hal yang mendasar sampai mampu menemukan solusi suatu masalah matematis secara formal.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;4) Prinsip jalinan&lt;/span&gt;&lt;br /&gt;Artinya berbagai aspek atau topik dalam matematika jangan dipandang dan dipelajari sebagai bagian-bagian yang terpisah, tetapi terjalin satu sama lain sehingga siswa dapat melihat hubungan antara materi-materi itu secara lebih baik.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;5) Prinsip interaksi&lt;/span&gt;&lt;br /&gt;Yaitu matematika dipandang sebagai aktivitas sosial. Siswa perlu dan harus diberikan kesempatan menyampaikan strateginya dalam menyelesaikan suatu masalah kepada yang lain untuk ditanggapi, dan menyimak apa yang ditemukan orang lain dan strateginya menemukan itu serta menanggapinya.&lt;br /&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;6) Prinsip bimbingan ( Guidance Principle)&lt;/span&gt;&lt;br /&gt;Yaitu siswa perlu diberi kesempatan terbimbing untuk menemukan pengetahuan matematika (&lt;span style="font-style: italic;"&gt;http: //p4tkmatematika.org/../matematika-sd/&lt;/span&gt;).&lt;br /&gt;Ciri-ciri dan prinsip RME pada intinya adalah matematika merupakan aktivitas insani. Pembelajaran matematika tidak dapat dipisahkan dari sifat matematika seseorang memecahkan masalah, mencari masalah, dan mengorganisasi atau matematisasi materi pelajaran. Untuk itu pendidikan matematika harus diarahkan pada penggunaan berbagai situasi dan kesempatan yang memungkinkan siswa menemukan kembali matematika berdasarkan usaha mereka sendiri.&lt;/p&gt;&lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;DAFTAR PUSTAKA&lt;/span&gt;&lt;br /&gt;Abdurrahman, Mulyono. 2003. Pendidikan Anak Berkesulitan Belajar. Jakarta: Rineka Cipta.&lt;br /&gt;Amir. 2007. Dasar-Dasar Penulisan Karya Ilmiah. Surakarta: UNS Press.&lt;br /&gt;Arikunto, Suharsimi. 1993. Dasar-Dasar Evaluasi Pendidikan. Jakarta : Bumi Aksara.&lt;br /&gt;Barnes, Hayley. 2004. ”Realistic Mathematics Education: Eliciting Alternative Mathematical Conceptions of Learners”. International Journal mathematical in science and Technology. (http://.up.ac.za/dspace/bitstream). Diakses tanggal 22 Januari 2010. Pukul 20.00 WIB&lt;br /&gt;Devrim “Uzel and Sevin¸c Mert Uyang”OR. (2006), “Attitudes of 7th Class Students Toward Mathematics in Realistic Mathematics Education”. International Journal of Mathematics education (http://m-hikari.com/imf-37-40-2006/uzel). Diakses tanggal 28 Februari 2010. Pukul 18.30 WIB&lt;br /&gt;Dimyati &amp;amp; Mudjiono. 2006. Belajar dan Pembelajaran. Jakarta: Rineka Cipta.&lt;br /&gt;Glover, David. 2006. Seri Ensiklopedia Anak A-Z Matematika : Volume 1 A-F (terjemahan). Bandung : Grafindo Media Pratama.&lt;br /&gt;.2006. Seri Ensiklopedia Anak A-Z Matematika : Volume1G-P(terjemahan). Bandung : Grafindo Media Pratama.&lt;br /&gt;I. G. A. K Wardani. 2008. Penelitian Tindakan Kelas. Universitas Terbuka&lt;br /&gt;Karso. 2002. Pendidikan Matematika I. Jakarta: Universitas Terbuka&lt;br /&gt;Kurikulum KTSP SD/MI 2007&lt;br /&gt;Milles, B. Matthew .2000. Qualitative Data Analisis : Sourcebook of new methods(terjemahan), Beverly hills:Sage publication&lt;br /&gt;Munarsih, Ari. 2008. Upaya Penigkatan Hasil Belajar Matematika melalui Pendekatan Realistic Mathematic Education (RME). Skripsi tidak diterbitkan. Surakarta.UMS Surakarta.&lt;br /&gt;Spiegel, Murray R. 1996. Matematika Dasar (terjemahan). Jakarta: PT. Gelora Aksara Pratama&lt;br /&gt;Mustaqim &amp;amp; Abdul Wahib. 2003. Psikologi Pandidikan. Jakarta: Rineka Cipta.&lt;br /&gt;Negoro, ST dan B. Harahap. 1999. Ensiklopedia Matematika. Jakarta: Ghalia Indonesia.&lt;br /&gt;Nyimas Aisyah, dkk. 2007. Pengembangan Pembelajaran Matematika SD. Dirjen Dikti Departemen Pendidikan Nasional.&lt;br /&gt;90&lt;br /&gt;91&lt;br /&gt;Oemar Hamalik. 2003. Perencanaan Pengajaran Berdasarkan Pendekatan Sistem .Jakarta: PT. Bumi Aksara&lt;br /&gt;Rodhiyah, 2006. Meningkatkan Kemampuan menyelesaikan Operasi Perkalian dan Pembagian dengan Metode Permainan Pada Siswa Kelas IV SDN Purwoso 03 Semarang Tahun Pelajaran 2006/2007. Skripsi tidak ditebitkan. Semarang UNNES&lt;br /&gt;Sarwiji Suwandi. 2008. Penelitian Tindakan Kelas (PTK) dan Penulisan Karya Ilmiah. Surakarta: Panitia Sertifikasi Guru Rayon 13.&lt;br /&gt;Slamet,St.Y dan Suwarto. 2007. Dasar-dasar Metodologi Penelitian Kualitatif. Surakarta: UNS Press.&lt;br /&gt;Slameto. 2003. Belajar dan Faktor-Faktor yang Mempengaruhinya. Jakarta:Rineka Cipta.&lt;br /&gt;Slavin, Steve. 2005. Matematika Untuk Sekolah Dasar (terjemahan). Bandung : Pakar Raya.&lt;br /&gt;Sugiyanto. 2007. Model-model Pembelajaran Inovatif. Surakarta:Panitia Sertifikasi Guru Rayon 13.&lt;br /&gt;Suharsimi Arikunto dan Sugiarto. 2009. Peningkatan Profesi Ilmiah Guru melalui Penelitian Tindakan Kelas. Makalah disampaikan dalam Seminar Nasional. Surakarta: UNS.&lt;br /&gt;Supinah &amp;amp; Agus D.W, 2008. Strategi Pembelajaran Matematika Sekolah Dasar. (http: //p4tkmatematika.org/../matematika-sd/). Diakses tanggal 24 Januari 2010. Pukul 09.00 WIB.&lt;br /&gt;Syaiful Sagala. 2003. Konsep dan Makna Pembelajaran. Bandung: CV Alfabeta.&lt;br /&gt;Soewito.1993. Pendidikan Matematika I. Jakarta : Dekdikbud Dirjen Dikti Proyek pembinaan Tenaga Kerja.&lt;br /&gt;S. Nasution. 2006. Asas-Asas Kurikulum. Jakarta : Bumi Aksara.&lt;br /&gt;Undang-Undang Sisdiknas No 20 Tahun 2003&lt;br /&gt;Yatim Rianto. 2001. Metodologi Penelitian Pendidikan. Surabaya: SIC Surabaya&lt;br /&gt;http://akhmadsudrajat.wordpress.com, diakses tanggal 24 Januari 2010. Pukul 21.00 WIB&lt;br /&gt;http://www.google.co.id/gwt/n?eosr=on&amp;amp;q=Hakikat+Belajar+Matematika,diakses tanggal 18 Oktober2009. Pukul 20.00 WIB&lt;br /&gt;http://www.google.co.id/gwt/n?q=pengertian+pembelajaran&amp;amp;hl/frustanti.html , diakses tanggal 18 Oktober 2009. Pukul 20.00 WIB&lt;br /&gt;http://www.google.co.id/gwt/n?u=http/www.banjar-.go.id, diakses tanggal 20 Oktober 2009. Pukul 18.30 WIB&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-4636237224477914669?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/oW6lH-Gq4JA" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/oW6lH-Gq4JA/ciri-ciri-dan-prinsip-rme-pendekatan.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-8tFBZw4tqIA/TuUy8D-VTYI/AAAAAAAAB78/snKQ7aMPi0M/s72-c/kid_in_menger_sponge.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/ciri-ciri-dan-prinsip-rme-pendekatan.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-745142245177454939</guid><pubDate>Sun, 11 Dec 2011 22:17:00 +0000</pubDate><atom:updated>2011-12-12T05:45:26.966+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Realistic Mathematic Education</category><category domain="http://www.blogger.com/atom/ns#">Pendekatan</category><title>Pendekatan Pembelajaran Matematika Realistik / Realistic Mathematic Education (RME)( Bagian - 1 )</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/6UXHTH7c9baFU65cLslIsIrlM8s/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/6UXHTH7c9baFU65cLslIsIrlM8s/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/6UXHTH7c9baFU65cLslIsIrlM8s/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/6UXHTH7c9baFU65cLslIsIrlM8s/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-zxapEGiysrA/TuUyNkCcHxI/AAAAAAAAB7w/CpTyIQChsS4/s1600/Realistic%2BMathematic%2BEducation.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 300px; height: 300px;" src="http://2.bp.blogspot.com/-zxapEGiysrA/TuUyNkCcHxI/AAAAAAAAB7w/CpTyIQChsS4/s320/Realistic%2BMathematic%2BEducation.JPG" alt="" id="BLOGGER_PHOTO_ID_5685005313218715410" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="fullpost"&gt;&lt;span style="font-weight: bold; font-style: italic;"&gt;Belajar matematika &lt;/span&gt;adalah suatu proses (aktivitas) berpikir disertai dengan aktivitas afektif dan fisik. Pembelajaran matematika yang ingin dicapai, di antaranya yaitu memiliki kemampuan berpikir kritis, dan kenyataan yang ada di lapangan. Juga dapat kita cermati bahwa agar kemampuan berpikir kritis siswa dapat dikembangkan dengan baik, maka proses pembelajaran yang dilaksanakan harus melibatkan siswa secara aktif. Sehingga dalam hal ini pemilihan pendekatan kontekstual sangat tepat dalam pembelajaran matematika.&lt;/span&gt;&lt;/div&gt;&lt;span class="fullpost"&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Pembelajaran Matematika Realistik atau &lt;span style="font-weight: bold; font-style: italic;"&gt;Realistic Mathematic Education (RME)&lt;/span&gt; merupakan teori pembelajaran matematika yang dikembangkan di Belanda. Teori ini berangkat dari pendapat Fruedenthal bahwa matematika merupakan aktivitas insani dan harus dikaitkan dengan realitas. Pembelajaran matematika tidak dapat dipisahkan dari sifat matematika seseorang dalam memecahkan masalah, mencari masalah, dan mengorganisasi atau matematisasi materi pelajaran.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Devrim“Uzel and Sevin¸c Mert Uyang”OR (2006)&lt;/span&gt; dalam &lt;span style="font-style: italic;"&gt;International Journal of Mathematics education&lt;/span&gt;: RME theory is a promising direction to improve and enhance learners’ understandings in mathematics (&lt;span style="font-weight: bold; font-style: italic;"&gt;http://m-hikari.com/imf-37-40-2006/uzel&lt;/span&gt;). Teori RME merupakan arah yang menjanjikan untuk memperbaiki dan meningkatkan pembelajar di bawah klasemen dalam matematika.&lt;br /&gt;&lt;br /&gt;&lt;!-- adsense --&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Freudenthal&lt;/span&gt; (dalam Supinah dan Agus D.W, 2008), berpendapat bahwa siswa tidak dapat dipandang sebagai penerima pasif matematika yang sudah jadi. Pendidikan matematika harus diarahkan pada penggunaan berbagai situasi dan kesempatan yang memungkinkan siswa menemukan kembali (reinvention) matematika berdasarkan usaha mereka sendiri. Dalam RME, dunia nyata digunakan sebagai titik awal untuk pengembangan ide dan konsep matematika. Menurut Blum &amp;amp; Niss (dalam Supinah &amp;amp; Agus D.W, 2008), dunia nyata adalah segala sesuatu di luar matematika, seperti mata pelajaran lain selain matematika, atau kehidupan sehari-hari dan lingkungan sekitar kita. Supinah dan Agus D. W (2008), menyatakan dengan masalah kontekstual yang diberikan pada awal pembelajaran, dimungkinkan banyak/beraneka ragam cara yang digunakan atau ditemukan siswa dalam menyelesaikan masalah. Dengan demikian, siswa mulai dibiasakan untuk bebas berpikir dan berani berpendapat, karena cara yang digunakan siswa satu dengan yang lain berbeda atau bahkan berbeda dengan pemikiran guru tetapi cara itu benar dan hasilnya juga benar &lt;span style="font-style: italic;"&gt;(http: // p4tk matematika. org/../matematika-sd/&lt;/span&gt;).&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Hayley Barnes (2004) dalam &lt;span style="font-style: italic;"&gt;International Journal mathematical in science and Technology&lt;/span&gt;: &lt;/p&gt;&lt;blockquote style="font-style: italic;"&gt;RME has played a role in eliciting and addressing alternative conceptions of learners in this intervention This has been done firstly through the application of the principle of guided reinvention in the design of contextual problems &lt;/blockquote&gt;&lt;span style="font-style: italic;"&gt;(http://.up.ac.za/dspace/bitstream). &lt;/span&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;RME telah memainkan peran dalam memunculkan dan membahas konsep-konsep alternatif dari peserta didik. Hal ini telah dilakukan terlebih dahulu melalui penerapan prinsip penciptaan kembali dipandu dalam perancangan masalah kontekstual.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Secara garis besar RME adalah suatu teori pembelajaran yang telah dikembangkan khusus untuk matematika, yang bertolak dari masalah-masalah yang realistik dalam kehidupan sehari-hari siswa. Setiap siswa bebas mengemukakan dan mengkomunikasikan ide-idenya tersebut kepada siswa lain. Konsep matematika realistik ini sejalan dengan kebutuhan untuk memperbaiki pembelajaran matematika di Indonesia yang didominasi oleh persoalan bagaimana meningkatkan pemahaman-pemahaman siswa tentang matematika dan mengembangkan daya nalar.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Dari beberapa pendapat di atas dapat &lt;span style="font-weight: bold; font-style: italic;"&gt;disimpulkan&lt;/span&gt; bahwa pembelajaran matematika dengan menggunakan pendekatan realistik merupakan pembelajaran yang menghubungkan materi pelajaran dengan situasi nyata yang dikenal siswa dan proses konstruksi pengetahuan matematika oleh siswa sendiri.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;DAFTAR PUSTAKA&lt;/span&gt;&lt;br /&gt;Abdurrahman, Mulyono. 2003. Pendidikan Anak Berkesulitan Belajar. Jakarta: Rineka Cipta.&lt;br /&gt;Amir. 2007. Dasar-Dasar Penulisan Karya Ilmiah. Surakarta: UNS Press.&lt;br /&gt;Arikunto, Suharsimi. 1993. Dasar-Dasar Evaluasi Pendidikan. Jakarta : Bumi Aksara.&lt;br /&gt;Barnes, Hayley. 2004. ”Realistic Mathematics Education: Eliciting Alternative Mathematical Conceptions of Learners”. International Journal mathematical in science and Technology. (http://.up.ac.za/dspace/bitstream). Diakses tanggal 22 Januari 2010. Pukul 20.00 WIB&lt;br /&gt;Devrim “Uzel and Sevin¸c Mert Uyang”OR. (2006), “Attitudes of 7th Class Students Toward Mathematics in Realistic Mathematics Education”. International Journal of Mathematics education (http://m-hikari.com/imf-37-40-2006/uzel). Diakses tanggal 28 Februari 2010. Pukul 18.30 WIB&lt;br /&gt;Dimyati &amp;amp; Mudjiono. 2006. Belajar dan Pembelajaran. Jakarta: Rineka Cipta.&lt;br /&gt;Glover, David. 2006. Seri Ensiklopedia Anak A-Z Matematika : Volume 1 A-F (terjemahan). Bandung : Grafindo Media Pratama.&lt;br /&gt;.2006. Seri Ensiklopedia Anak A-Z Matematika : Volume1G-P(terjemahan). Bandung : Grafindo Media Pratama.&lt;br /&gt;I. G. A. K Wardani. 2008. Penelitian Tindakan Kelas. Universitas Terbuka&lt;br /&gt;Karso. 2002. Pendidikan Matematika I. Jakarta: Universitas Terbuka&lt;br /&gt;Kurikulum KTSP SD/MI 2007&lt;br /&gt;Milles, B. Matthew .2000. Qualitative Data Analisis : Sourcebook of new methods(terjemahan), Beverly hills:Sage publication&lt;br /&gt;Munarsih, Ari. 2008. Upaya Penigkatan Hasil Belajar Matematika melalui Pendekatan Realistic Mathematic Education (RME). Skripsi tidak diterbitkan. Surakarta.UMS Surakarta.&lt;br /&gt;Spiegel, Murray R. 1996. Matematika Dasar (terjemahan). Jakarta: PT. Gelora Aksara Pratama&lt;br /&gt;Mustaqim &amp;amp; Abdul Wahib. 2003. Psikologi Pandidikan. Jakarta: Rineka Cipta.&lt;br /&gt;Negoro, ST dan B. Harahap. 1999. Ensiklopedia Matematika. Jakarta: Ghalia Indonesia.&lt;br /&gt;Nyimas Aisyah, dkk. 2007. Pengembangan Pembelajaran Matematika SD. Dirjen Dikti Departemen Pendidikan Nasional.&lt;br /&gt;90&lt;br /&gt;91&lt;br /&gt;Oemar Hamalik. 2003. Perencanaan Pengajaran Berdasarkan Pendekatan Sistem .Jakarta: PT. Bumi Aksara&lt;br /&gt;Rodhiyah, 2006. Meningkatkan Kemampuan menyelesaikan Operasi Perkalian dan Pembagian dengan Metode Permainan Pada Siswa Kelas IV SDN Purwoso 03 Semarang Tahun Pelajaran 2006/2007. Skripsi tidak ditebitkan. Semarang UNNES&lt;br /&gt;Sarwiji Suwandi. 2008. Penelitian Tindakan Kelas (PTK) dan Penulisan Karya Ilmiah. Surakarta: Panitia Sertifikasi Guru Rayon 13.&lt;br /&gt;Slamet,St.Y dan Suwarto. 2007. Dasar-dasar Metodologi Penelitian Kualitatif. Surakarta: UNS Press.&lt;br /&gt;Slameto. 2003. Belajar dan Faktor-Faktor yang Mempengaruhinya. Jakarta:Rineka Cipta.&lt;br /&gt;Slavin, Steve. 2005. Matematika Untuk Sekolah Dasar (terjemahan). Bandung : Pakar Raya.&lt;br /&gt;Sugiyanto. 2007. Model-model Pembelajaran Inovatif. Surakarta:Panitia Sertifikasi Guru Rayon 13.&lt;br /&gt;Suharsimi Arikunto dan Sugiarto. 2009. Peningkatan Profesi Ilmiah Guru melalui Penelitian Tindakan Kelas. Makalah disampaikan dalam Seminar Nasional. Surakarta: UNS.&lt;br /&gt;Supinah &amp;amp; Agus D.W, 2008. Strategi Pembelajaran Matematika Sekolah Dasar. (http: //p4tkmatematika.org/../matematika-sd/). Diakses tanggal 24 Januari 2010. Pukul 09.00 WIB.&lt;br /&gt;Syaiful Sagala. 2003. Konsep dan Makna Pembelajaran. Bandung: CV Alfabeta.&lt;br /&gt;Soewito.1993. Pendidikan Matematika I. Jakarta : Dekdikbud Dirjen Dikti Proyek pembinaan Tenaga Kerja.&lt;br /&gt;S. Nasution. 2006. Asas-Asas Kurikulum. Jakarta : Bumi Aksara.&lt;br /&gt;Undang-Undang Sisdiknas No 20 Tahun 2003&lt;br /&gt;Yatim Rianto. 2001. Metodologi Penelitian Pendidikan. Surabaya: SIC Surabaya&lt;br /&gt;http://akhmadsudrajat.wordpress.com, diakses tanggal 24 Januari 2010. Pukul 21.00 WIB&lt;br /&gt;http://www.google.co.id/gwt/n?eosr=on&amp;amp;q=Hakikat+Belajar+Matematika,diakses tanggal 18 Oktober2009. Pukul 20.00 WIB&lt;br /&gt;http://www.google.co.id/gwt/n?q=pengertian+pembelajaran&amp;amp;hl/frustanti.html , diakses tanggal 18 Oktober 2009. Pukul 20.00 WIB&lt;br /&gt;http://www.google.co.id/gwt/n?u=http/www.banjar-.go.id, diakses tanggal 20 Oktober 2009. Pukul 18.30 WIB&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-745142245177454939?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/-VoQtybndX8" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/-VoQtybndX8/pendekatan-pembelajaran-matematika.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-zxapEGiysrA/TuUyNkCcHxI/AAAAAAAAB7w/CpTyIQChsS4/s72-c/Realistic%2BMathematic%2BEducation.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/pendekatan-pembelajaran-matematika.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-1128395366535724852</guid><pubDate>Thu, 01 Dec 2011 21:52:00 +0000</pubDate><atom:updated>2011-12-02T06:06:58.034+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Jadwal Ujian Nasional</category><category domain="http://www.blogger.com/atom/ns#">Ujian Nasional</category><title>Ujian Nasional ( UN ) 2012</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/J_gkxOss_A0svg7uVcjzkgfxtrQ/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/J_gkxOss_A0svg7uVcjzkgfxtrQ/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/J_gkxOss_A0svg7uVcjzkgfxtrQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/J_gkxOss_A0svg7uVcjzkgfxtrQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.kemdiknas.go.id/kemdiknas/sites/default/files/imagecache/480w_x_320h/launching_un2.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 334px; height: 223px;" src="http://www.kemdiknas.go.id/kemdiknas/sites/default/files/imagecache/480w_x_320h/launching_un2.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Wah tidak terasa ya kita udah menginjak ke bulan desember 2011, ini adalah bulan dimana guru sudah mulai banting tulang untuk membuat anak didik mereka lulus Ujian Nasional 2012.  Mungkin kita semua sudah mendengan berita akhir-akhir ini mengenai Menteri Pendidikan dan Kebudayaan Mohammad Nuh memastikan pemerintah  tetap akan menggelar ujian nasional tahun 2012.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Ujian nasional  dijadwalkan akan dilaksanakan pada bulan April 2012. Muhammad Nuh juga mengungkapkan bahwa saat ini perdebatan mengenai UN sudah  selesa dan masalahnyasekarang adalah bagaimana melaksanakan UN dengan  baik. Ia menuturkan, &lt;span style="font-weight: bold;"&gt; ada empat hal&lt;/span&gt; yang menjadi kunci pelaksanaan UN yang  baik atau kredibel. &lt;span style="font-weight: bold; font-style: italic;"&gt;Pertama&lt;/span&gt;, dijamin keamanan dan kerahasiaannya. Karena  jika berkasnya bocor, maka kredibilitas UN itu sudah berkurang, bahkan  hilang.  Yang&lt;span style="font-weight: bold; font-style: italic;"&gt; kedua,&lt;/span&gt; dari sisi ketepatan distribusi, harus tepat waktu,  tepat jumlah, dan tepat bahan yang mau diuji. Yang &lt;span style="font-weight: bold; font-style: italic;"&gt;ketiga&lt;/span&gt;, pada saat  hari pelaksanaan harus dijamin kelancarannya.  Jangan sampai soal sudah  ada semua tapi salah bagi.Beliau juga mengungkapkan bahwa “Kalau seandainya terjadi kesalahan, maka harus disiapkan satu sistem yang mampu mengantisipasi kesalahan tersebut,” katanya. Dan yang &lt;span style="font-weight: bold; font-style: italic;"&gt;keempat&lt;/span&gt;, dalam sistem evaluasi harus dipastikan agar nilai  rapot bisa menjamin bahwa nilai itu mencerminkan kemampuan sang anak.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Mungkin sebagian dari kita sadar, bahwa perhitungan Nilai Akhir yang telah kita lakukan pada ujian 2011 yakni mengenai nilai-nilai raport yang justru malah membuah nilai anak lebih rendah ketimbang nilai hasil ujiannya. Hal ini disebabkan karena nilai-nilai raport anak ketika masih duduk di kelas IV dan V kurang baik ketimbang nilai hasil ujiannya yang di usahakan oleh anak itu sendiri agar menjadi lebih baik. Walaupun pada dasarnya tujuan dari diperhitungkannya nilai raport bukan untuk menambah nilai ujian siswa, tetapi untuk mengetahui kemampuan siswa dari tinggkatan kelas yang lebih rendah, namun tetap saja apabila nilai raport mereka kurang maka akan mempengaruhi nilai Akhir mereka ketika telah melaksanakan Ujian Nasional.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Keempat kunci yang telah di bahas diatas, jika terpenuhi maka ada dua hal yang dapat diraih. Pertama bisa dilakukan  pemetaan tentang ragam kompetensi siswa dan penyebarannya, dan informasi  kualitas sang anak (lulus atau tidak lulus). &lt;span style="font-weight: bold;"&gt;Menteri Nuh&lt;/span&gt; juga  menegaskan, bahwa ujian nasional bukanlah penentu kelulusan.  Kelulusan  ditentukan oleh satuan pendidikan. Tapi satuan pendidikan menetukan  kelulusan berdasarkan, tuntas Kegiatan Belajar Mengajar, akhlak yang  baik, dan Ujian Nasional. Jadi pada intinya yang menentukan kelulusan bukan UN atau panitia, melainkan satuan pendidikan.&lt;br /&gt;&lt;br /&gt;Kabar baru berikutnya adalah masalah penggandaan Naskah Soal UN. Pada UN 2011, penggandaan dilakukan di setiap propinsi, sedangkan UN  2012 mendatang, penggandaan soal akan dipusatkan, dengan jumlah  percetakan tidak lebih dari 10 lokasi. “&lt;span style="font-style: italic;"&gt;Dengan begitu, pengawasannya  lebih mantap, dan tingkat keamanan jadi lebih tinggi,&lt;/span&gt;” ujar Mendikbud M.  Nuh.  Ia menambahkan, dengan semakin sedikitnya jumlah percetakan,  cakupan kontrolnya menjadi lebih sempit, sehingga bisa lebih fokus  melakukan pengawasan dan pengamanan soal.&lt;br /&gt;&lt;br /&gt;Penggandaan soal secara sentralisasi juga dilakukan untuk memudahkan  pengawasan kualitas percetakan. “Kualitas percetakan nantinya akan  menggunakan &lt;em&gt;security printing&lt;/em&gt;,” tutur Menteri Nuh. Lebih lanjut  ia menjelaskan, di setiap lembar naskah UN 2012 akan dicetak tanda  tertentu, untuk memberikan ciri, di percetakan mana naskah soal tersebut  dicetak. Sehingga jika terjadi kebocoran soal, akan lebih mudah untuk  menelusurinya.&lt;br /&gt;&lt;br /&gt;“Selain itu, sentralisasi percetakan juga telah ditinjau dari aspek ekonomi, &lt;em&gt;cost &lt;/em&gt;bisa ditekan,” ucapnya. Selain aspek ekonomi, aspek jarak distribusi  juga menjadi pertimbangan. Kemdikbud telah melakukan &lt;em&gt;review &lt;/em&gt;terhadap  percetakan di setiap provinsi pada UN 2011 lalu. Ternyata tidak semua  provinsi mencetak naskah soal UN di provinsinya sendiri. “Misalnya ada  provinsi Bali yang percetakannya di Jawa Timur”. Diharapkan, meskipun  penggandaan soal UN 2012 dilakukan secara sentralisasi, distribusi  naskah soal UN tidak menjadi hambatan.Sementara untuk pengamanan pendistribusian soal, Kemdikbud akan bekerjasama  dengan pihak kepolisian di titik-titik tertentu, seperti di rayon atau  tingkat kecamatan. penempatan personil kepolisian di sekolah yang menjadi lokasi ujian nasional tidak dilakukan, hal ini untuk menjaga kondisi psikologis anak  didik.&lt;br /&gt;&lt;!-- adsense --&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Nah, berikut Jadual UN 2012 mendatang,&lt;/span&gt; :&lt;/p&gt;&lt;p style="text-align: justify;"&gt;UN untuk tingkat &lt;span style="font-weight: bold;"&gt;SMA/MA&lt;/span&gt; akan berlangsung pada &lt;span style="font-weight: bold;"&gt;16-19 April 2012&lt;/span&gt;, dan UN susulan akan dilaksanakan pada 23-26 April.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Untuk jenjang&lt;span style="font-weight: bold;"&gt; SMP/MTs&lt;/span&gt; dan SMPLB, UN akan dilaksanakan pada &lt;span style="font-weight: bold;"&gt;23-26  April 2012&lt;/span&gt;, dan UN susulan akan berlangsung pada 30- 4 Mei 2012.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Sedangkan untuk jenjang &lt;span style="font-weight: bold;"&gt;SD/MI/SDLB&lt;/span&gt; UN akan digelar pada &lt;span style="font-weight: bold;"&gt;7-9 Mei 2012&lt;/span&gt;, dan UN susulan akan dilaksanakan pada 14-16 Mei 2012. &lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-weight: bold;"&gt;Hasil UN&lt;/span&gt; tingkat SMA/MA dan SMK akan diumumkan pada &lt;span style="font-weight: bold;"&gt;24 Mei 2012&lt;/span&gt;.&lt;br /&gt;Tingkat SMP/MTs, SMPLB dan SMALB pada&lt;span style="font-weight: bold;"&gt; 2 Juni 2012&lt;/span&gt;.&lt;br /&gt;Sedangkan untuk  pengumuman kelulusan UN tingkat SD menjadi kewenangan setiap provinsi.&lt;br /&gt;&lt;br /&gt;End - &lt;span style="font-weight: bold; font-style: italic;"&gt;Kemendikbud web&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-1128395366535724852?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/1bsfE8egCvQ" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/1bsfE8egCvQ/ujian-nasional-un-2012.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/12/ujian-nasional-un-2012.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-7516053595865937337</guid><pubDate>Mon, 28 Nov 2011 22:10:00 +0000</pubDate><atom:updated>2011-11-29T05:58:10.033+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Artikel</category><category domain="http://www.blogger.com/atom/ns#">Asuransi Pendidikan</category><title>Guru Bertenaga Surya</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/uowFXa6u-AEo4rUWFsdklW_pG-0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/uowFXa6u-AEo4rUWFsdklW_pG-0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/uowFXa6u-AEo4rUWFsdklW_pG-0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/uowFXa6u-AEo4rUWFsdklW_pG-0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;Jumpa lagi dengan posting &lt;span style="font-weight: bold;"&gt;manual writing  &lt;/span&gt;... :D&lt;br /&gt;Nah kali ini Admin pengen membahas masalah guru lagi nih. Lho , kok guru lagi sih ?? Oh, ya jelas dong, soalnya kunjungan terbanyak web-blog ini adalah para guru yang berasal dari Indonesia. Jadi ane cukup gunakan  bahasa Indonesia campuran ya, hehehe. Lanjut...&lt;br /&gt;Menanggapai masalah yang baru saja ane sadari, eh ternyata di tempat ane, atau ane sendiri ngerasain bahwa ane adalah &lt;span style="font-style: italic;"&gt;guru bertenaga Surya.  &lt;/span&gt;Bingung dengan posting ini ? Atau anda semua dah tau apa yang akan dibahas pada posting ini ?? Heheeee..  . Ga penting dah mengenai tahu tidaknya apa yang akan dibahas dalam posting ini, yang penting adalah menyadari apakah diri kita termasuk kedalam kategori &lt;span style="font-style: italic;"&gt;guru bertenaga surya. :D&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Sama seperti mobil yang baru ditemukan pada dekade akhir-akhir  ini yaitu mobil bertenaga surya. Lha terus apa hubungannya dengan guru ???  Ya ada bossss. Sebenernya , judul posting ini hanyalah sebuah &lt;span style="font-style: italic;"&gt;majas. &lt;/span&gt;Sebuah perumpamaan dari seorang guru yang berangkat ke sekolah memakai ontel bermotor atau bermobil yang hanya hidup ketika melihat matahari. Ane sendiri pun merasa bahwa sepada motor Ane hanya akan hidup ketika melihat / atau matahari telah muncul kelihatan oleh pandangan ane, bukan karena motor ane yang bertenaga surya, tetapi ane lah yang bertenaga surya, hehehe. Ane akan turun dan berangkat apabila matahari terlihat jelas kepermukaan, menyentuh kulit ane. Namun jika harinya mendung dan menutupi matahari maka, motor ane ga mau hidup, sekali lagi bukan karena motor ane bertenaga surya, melainkan ane males deh kalo belum ngeliat matahari pagi, :D. Naaaaaahh,, loooooo,, bagaimana dengan sampean ?? Sama ya ??? Kalo sama berarti jelas sampean juga Guru bertenaga surya dah, itu berarti kita sama, &lt;span style="font-weight: bold;"&gt;&lt;span style="font-style: italic;"&gt;guru bertenaga surya. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-vvbk0EnXv3U/TYmsB93NENI/AAAAAAAAADM/oWIeqS0J71Q/s320/Kehujanan.jpeg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 268px; height: 188px;" src="http://4.bp.blogspot.com/-vvbk0EnXv3U/TYmsB93NENI/AAAAAAAAADM/oWIeqS0J71Q/s320/Kehujanan.jpeg" alt="" border="0" /&gt;&lt;/a&gt;Nah, dari itulah sebenanya apa dan siapa kita adalah menyangkut fungsi dan tugas kita, ane melihat bahwa murid-murid ane tidak mengenal yang namanya hujan, panas. Mereka selalu datang sebelum bel berbunyi. Seketika ane sadar bahwa ane bukanlah apa-apa dibanding mereka. Wajah mereka yang polos mampu menggetarkan naruni ane yang memiliki tugas sebagai pembimbing mereka ke masa depan, walalupun hanya 1/4 hari tatap muka. :D.  Sadar bukan berarti dari wejangan seseorang yang lebih tua pengalaman dan umurnya, tetapi sadar karena seseorang yang belum matang &lt;span style="font-style: italic;"&gt;full &lt;/span&gt;adalah sesuatu yang hebat bagi ane. Sekarang didalam kelas ane lebih frees, mampu menerima mereka sebagai partner ane, buka ane sebagai tokoh utama yang selalu menang, tetapi lebih dari sekedar partner yang mampu &lt;span style="font-style: italic;"&gt;share  &lt;/span&gt;masalah mereka secara otomatis, mampu menerima yang salah dan yang benar, yang benar dari yang salah, dan menyatakan benar jika terjadi salah, serta mampu konsekuen menyatakan salah dari yang memang benar-benar salah.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Silahkan tersinggung dengan posting ini, &amp;gt;&amp;gt;&amp;gt;&amp;gt;&amp;gt;&amp;gt;&amp;gt;&amp;gt;&amp;gt;&lt;br /&gt;&lt;br /&gt;Entah benar atau salah, yang menjadi bukti adalah &lt;span style="font-weight: bold;"&gt;&lt;span style="font-style: italic;"&gt;lapangan. &lt;/span&gt;&lt;br /&gt;Bravooo........ :D&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/625094727131577069-7516053595865937337?l=www.papantulisku.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/pgsdbjm/~4/QzzYM3M9QbY" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/pgsdbjm/~3/QzzYM3M9QbY/guru-bertenaga-surya.html</link><author>noreply@blogger.com (ADMINISTRATOR #1)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-vvbk0EnXv3U/TYmsB93NENI/AAAAAAAAADM/oWIeqS0J71Q/s72-c/Kehujanan.jpeg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://www.papantulisku.com/2011/11/guru-bertenaga-surya.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-625094727131577069.post-2312195016498859080</guid><pubDate>Mon, 28 Nov 2011 09:05:00 +0000</pubDate><atom:updated>2012-02-03T06:24:10.255+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">BOS 2011</category><category domain="http://www.blogger.com/atom/ns#">BOS</category><category domain="http://www.blogger.com/atom/ns#">Dana BOS</category><title>Download Software BOS KITA  2011/2012</title><description>&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Q9WVEtwtlvnPPPfD6hgX3vqLnm8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Q9WVEtwtlvnPPPfD6hgX3vqLnm8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Q9WVEtwtlvnPPPfD6hgX3vqLnm8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Q9WVEtwtlvnPPPfD6hgX3vqLnm8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;span class="fullpost"&gt;&lt;/span&gt;&lt;!-- adsense --&gt;&lt;p style="text-align: justify;"&gt;Kebijakan tentang BOS KITA mewajibkan semua sekolah Penerima untuk mengelola dana tersebut secara terintegrasi. Terintegrasi mulai dari Perencanaan, Penerimaan, Penggunaan, sampai dengan pelaporan dan pertanggungjawabannya.  Pengelolaan keuangan sekolah harus menjadi bagian terpadu dari Rencana Kerja Sekolah/Madrasah (RKS/M), Rencana Kerja Tahunan (RKT) dan Rencana Kerja dan Anggaran Sekolah/Madrasah  RKAS/M berdasarkan kebijakan “ Standar Nasional Pendidikan “ (PP 19/2005) dan lebih khusus lagi Permendiknas No. 19/2007 tentang “Standar Pengelolaan Pendidikan “ Khususnya tentang lampirannya tentang “Standar Pengelolaan Pendidikan oleh satuan Pendidikan Dasar dan Menengah”&lt;br /&gt;&lt;br /&gt;Software ini dibuat dan dikembangkan oleh Kemendiknas bekerjasama dengan DBE1-USAID. Tujuan dari Software BOS KITA ini adalah agar mempermudah sekolah dalam melakukan perencanaan maupun pelaporan. pengggunaan dana BOS.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;img 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" alt="" /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Software ini menggunakan microsoft office 2007 dan 2010. Fitur-fitur dalam software ini adalah :&lt;br /&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;Konfigurasi Sistem&lt;/li&gt;&lt;li&gt;Persyaratan &lt;/li&gt;&lt;li&gt;Perencanaan&lt;/li&gt;&lt;li&gt;Pembukuan&lt;/li&gt;&lt;li&gt;Pelaporan&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;span style="font-weight: bold;"&gt;Tampilan awal SOFTWARE BOS KITA&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 676px; height: 387px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;KONFIGURASI SISTEM&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Warna putih harus diisi, karena karena merupakan spesifikasi informasi dari &lt;span style="font-weight: bold;"&gt;BOS kita&lt;/span&gt; , termasuk untuk mencetak format &lt;span style="font-weight: bold;"&gt;BOS -01&lt;/span&gt; ( Surat Perjanjian Pemberi Bantuan )&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Untuk lebih lengkap dan jelasnya, silahkan download software dan file bantuannya di bawah ini :&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Server 1 ( ziddu.com) :&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/17575071/SOFTWARE_BOS_12.rar.html" target="_blank"&gt;Download Software BOS KITA&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/17575066/PRESENTATION_BOS_KITA_.rar.html" target="_blank"&gt;Download Pentujuk Software&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.ziddu.com/download/17574873/DaftarPengeluaranyangdapatdibiayaiBOS.pdf.html" target="_blank"&gt;Download DaftarPengeluaran yang dapat dibiayai BOS.pdf&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Server 2 ( indowebster.com) :&lt;br /&gt;&lt;/span&gt;&lt;a href="http://www.blogger.com/%20http://xover1.jkt.3d.x.indowebster.com/download-vip/76/p16kfqrqhsibm1p1m5261lgh1nb03.rar/%5Bwww.indowebster.com%5D-SOFTWARE_BOS_12.rar" target="_blank"&gt;Download Software BOS KITA&lt;/a&gt;  atau&lt;br /&gt;&lt;a href="http://www.indowebster.com/software_bos_12.html" target="_blank"&gt;Download Software BOS KITA&lt;/a&gt; ( &lt;span style="font-style: italic;"&gt;alternatif jika link diatas kadaluarsa&lt;/span&gt;)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;Catatan :&lt;/span&gt; Untuk melindungi file, Password RAR dari file diatas dapat anda peroleh dengan mengirim/mengetik &lt;span style="font-weight: bold;"&gt;sms &lt;/span&gt;dengan format : &lt;span style="font-weight: bold;"&gt;Minta Password&lt;/span&gt;&lt;/span&gt; ke nomor &lt;span style="font-weight: bold;"&gt;o852 5151 8001&lt;/span&gt; atau jika tidak dapat terkirim, silahkan sms ke nomor: &lt;span style="font-weight: bold;"&gt;085754679955&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Kemudian anda dapat mempelajari software selanjutnya, yaitu software excel EDS atau yang biasa disebut dengan Aplikasi TRIMS. Aplikasi TRIMS ini dikembangkan oleh Tim TRIMS Bank Dunia, aplikasi ini gratis dan bebas didistribusikan untuk kepentingn EMIS di sekolah dan instansi lainnya yang berhubungan dengan pendidikan. &lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;&lt;br /&gt;&lt;span style="font-style: italic; color: rgb(0, 0, 0);"&gt;&lt;/span&gt;&lt;/span&gt;&lt;blockquote&gt;&lt;span style="font-weight: bold; color: rgb(204, 0, 0);"&gt;&lt;span style="font-style: italic; color: rgb(0, 0, 0);"&gt;Perhatian : &lt;/span&gt;Bank Dunia tidak pernah memungut bayaran untuk training aplikasi ini !&lt;/span&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.ziddu.com/download/17574841/SOFTWAR_EDS.rar.html" target="_blank"&gt;Download Aplikasi TRIMS&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;---------------------------------------------------------------------------&lt;br /&gt;&lt;br /&gt;Untuk petunjuk teknis pelaporan BOS yang lainnya dan cara perhitungan BOS 2011 silahkan Anda kunjungi halaman kami berikut ini :&lt;br /&gt;&lt;a href="http://www.papantulisku.com/2011/03/petujuk-teknik-pelaporan-dana-bos-2011.html" target="_blank"&gt;Download Contoh SPJ BOS - Petujuk Teknis Pelaporan Dana BOS 2011 ( SPJ 2011 )&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;---------------------------------------------------------------------------&lt;br /&gt;&lt;u&gt;&lt;i&gt;&lt;b&gt;Update Postingan&lt;br /&gt;&lt;br /&gt;&lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&lt;div style="text-align: justify;"&gt;Penting untuk diperhatikan : untuk penggunaannya cukup gunakan &lt;span style="font-weight: bold;"&gt;microsoft office 2007&lt;/span&gt; dan  meng-&lt;span style="font-weight: bold;"&gt;enable&lt;/span&gt;-kan &lt;span style="font-weight: bold;"&gt;macro&lt;/span&gt;-nya. Caranya seperti gambar berikut ini. Ketika  pertama kali muncul, maka akan ada pilihan (tombol) &lt;span style="font-weight: bold; font-style: italic;"&gt;option&lt;/span&gt;. &lt;span style="font-style: italic;"&gt;Klik kiri&lt;/span&gt; tombol  option tersebut. Lihat gambar di bawah ini.&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_yq3Q8hVBhDQ/TM3qkxd_akI/AAAAAAAAB5Y/zpsKgtinA04/s1600/Software+bos+01.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://2.bp.blogspot.com/_yq3Q8hVBhDQ/TM3qkxd_akI/AAAAAAAAB5Y/zpsKgtinA04/s320/Software+bos+01.jpg" width="320" border="0" height="158" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Setelah itu pilihlah  &lt;span style="font-weight: bold; font-style: italic;"&gt;enable macro&lt;/span&gt; atau &lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;Aktifkan isi . &lt;/span&gt;&lt;/span&gt;Hal ini dilakukan agar software BOS tersebut dapat digunakan .&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_yq3Q8hVBhDQ/TM3qsIaJHBI/AAAAAAAAB5c/dHkyCNzVgxA/s1600/Software+bos+02.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://1.bp.blogspot.com/_yq3Q8hVBhDQ/TM3qsIaJHBI/AAAAAAAAB5c/dHkyCNzVgxA/s320/Software+bos+02.jpg" width="320" border="0" height="284" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt; Selain itu ada kemungkinan terkadang program mengalami &lt;span style="font-style: italic;"&gt;error&lt;/span&gt; di tengah-tengah pekerjaan anda, sehingga pekerjaan anda tidak akan ter-&lt;span style="font-style: italic;"&gt;save&lt;/span&gt; atau tersimpan. Untuk mencegah hal tersebut, anda perlu men-&lt;span style="font-weight: bold;"&gt;&lt;span style="font-style: italic;"&gt;save &lt;/span&gt;&lt;/span&gt;pekerjaan anda secara berkesinambungan dengan cara selalu menekan tombol "&lt;span style="font-weight: bold;"&gt;ctrl + S&lt;/span&gt;" dan atau mensetting  &lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;auto save  &lt;/span&gt;&lt;/span&gt;setiap 30 detik sekali. Cara lainnya yang juga dapat mengatasi masalah ini adalah menambah RAM ke ukuran yang lebih besar dar  &lt;span style="font-weight: bold;"&gt;1 ( satu) Gigabyte  &lt;/span&gt;atau &lt;span style="font-weight: bold;"&gt;meng-&lt;span style="font-style: italic;"&gt;update&lt;/span&gt;&lt;/span&gt; microsoft office 2007 anda ke versi yang lebih baru. Untuk versi office 2010 belum pernah kami coba.&lt;br /&gt;&lt;br /&gt;Biasanya pesan eror yang terjadi atas osftware BOS  ini seperti terlihat di gambar bawah ini :&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_yq3Q8hVBhDQ/TTk2tSFNe6I/AAAAAAAACBY/PihVz3kR5vc/s1600/eror.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img src="http://4.bp.blogspot.com/_yq3Q8hVBhDQ/TTk2tSFNe6I/AAAAAAAACBY/PihVz3kR5vc/s320/eror.JPG" width="320" border="0" height="240" /&gt;&lt;/a&gt;&lt;/div&gt;----------------------------------------The- END---------&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.papantulisku.com/2012/02/update-sofware-bos-kita-untuk-ta-2012.html"&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;UPDATE PARAMETER SISTEM BOS 2012&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; Klik Disini&lt;br /&gt;Demikianlah posting kali ini,&lt;br /&gt;Semoga bermanfaat,&lt;br /&gt;Ttd :&lt;br /&gt;&lt;a href="http://www.papantulisku.com/2010/01/mengenai-saya-hmmmm.html" target="_blank"&gt;&lt;span style="font-weight: bold;"&gt;ADMINISTRATOR  # 2&lt;/span&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6250947271
