tag:blogger.com,1999:blog-7822033309561234882024-02-20T00:34:12.063+08:00Mahir Sains UPSR ... bersama Cikgu Abaidijom kita kongsi ilmu sama-sama.....Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.comBlogger84125tag:blogger.com,1999:blog-782203330956123488.post-30438340468582455082020-03-26T14:32:00.001+08:002020-03-26T14:35:04.540+08:00Siri menjawab soalan: Mencari pemboleh ubah<div class="separator" style="clear: both; text-align: center;">
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com1tag:blogger.com,1999:blog-782203330956123488.post-148453104122938842019-12-28T11:04:00.003+08:002019-12-28T11:37:38.214+08:00Mengapa Guru Perlu Menguasai KBAT<div class="Style2" style="background-attachment: scroll; background-image: none; background-position: 0% 0%; background-repeat: repeat; background-size: auto; break-after: avoid; line-height: 10pt; margin: 0cm 0cm 18.35pt 58pt;">
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<b>APA ITU KBAT?</b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Keupayaan untuk mengaplikasikan pengetahuan , kemahiran dan nilai dalam menbuat penaakulan dan refleksi bagi menyelesaikan masalah, membuat keputusan , berinovasi dan berupaya mencipta sesuatu.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">KPM telah mula memperhebatkan KBAT bermula dari 2013.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;"><b>Tujuan diperkenalkan KBAT</b></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Menyediakan dan mempersiapkan sumber manusia yang mampu untuk bermandiri bagi menghadapi cabaran abad ke 21.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Mengubah amalan penghafalan kepada kefahaman.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Menggalakkan proses penyelesaian dan penemuan.</span></span><br />
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<b>TEKNIK PENYOALAN KBAT</b><br />
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<b>SOALAN BERKESAN</b><br />
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1. Bermatlamat (diminta untuk mencapai tujuan tertentu)<br />
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2. Dinyatakan dengan jelas (murid memahami apa yang dimaksudkan)<br />
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3. Ringkas ( dinyatakan dengan perkataan yang mungkin)<br />
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4. Memprovokasi pemikiran ( meransang pemikiran dan tindakbalas)<br />
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5. Menyoal siasat ( melibatkan urutan atau soalan yang membimbing dan terperinci)<br />
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6. Skop terhad ( soalan yang bercapah akan mengelirukan)<br />
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7. Disesuaikan dengan tahap kelas ( wajar dan berbeza)<br />
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<b>KESILAPAN UMUM SEMASA MENYOAL</b><br />
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1. Tanya terlalu banyak soalan dalam masa yang sama.<br />
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2. Tanya soalan kemudian menjawabnya sendiri.<br />
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3.Bertanya hanya kepada pelajar yang pandai di dalam kelas sahaja.<br />
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4. Bertanya soalan yang sukar terlalu awal.<br />
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5. Tanya soalan yang tiada kaitan.<br />
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6. Selalu bertanya gunakan jenis soalan yang sama.<br />
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7. Memberi masa yang terlalu singkat untuk murid menjawab soalan ( beri masa yang sesuai)<br />
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<span style="color: black; mso-fareast-language: EN-US;"><span style="font-size: x-small;">*Bahan berasaskan modul PdP KBAT.</span></span></div>
Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-73699492401963200112019-08-18T20:56:00.002+08:002019-08-18T20:56:09.992+08:00PANDUAN MENJAWAB SOALAN SAINS (018/2) KERTAS 2<div class="separator" style="clear: both; text-align: center;">
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-44908756972916671162019-01-12T12:51:00.002+08:002019-01-12T12:51:43.643+08:00Terima kasih VleFROGKuiz-kuiz yang cikgu tulis telah dipilih untuk dimuatkan di dalam koleksi soalan-solan di dalam VleFrog. Apa lagi murid-murid jom lompat bersama Frog.<br />
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-32133490980450655492019-01-12T12:45:00.000+08:002019-01-12T12:45:03.950+08:00Buku-buku Tulisan CikguBoleh dapatkan di pasaran terbitan Syarikat Pelangi dan Bagus.Moga dapat membantu<br />
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-55952759963815830352019-01-12T12:42:00.000+08:002019-01-12T12:42:00.538+08:00Soalan semakin mencabar?Betulkah, tidak dinafikan ada perubahan pada bentuk soalan yang disoal dalam kertas peperiksaan pada hari ini.<br />
Sesuai dengan peredaran semasa dan cabaran abad ke 21 ini, mahu atau tidak kita perlu berubah. Perubahan minda dan fizikal perlu seiring dengan zaman bagi menjamin kemandirian kita di masa hadapan.<br />
Bagi guru-guru, tingkatkan kemahiran dalam menangani cabaran Pdpc pada hari ini.<br />
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Selamat Maju Jaya Semua.<br />
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-9142078588024880632019-01-02T13:41:00.003+08:002019-01-02T13:41:36.248+08:00Selamat Datang 2019Sudah agak lama cikgu tidak menulis, insyallah tahun 2019 ini akan cikgu kongsikan bahan-bahan terkini khususnya dalam subjek Sains.<br />
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com1tag:blogger.com,1999:blog-782203330956123488.post-10931207252060222072016-08-08T11:27:00.000+08:002016-08-08T11:29:03.472+08:00Menjawab soalan mengikut rangsangan/stimulus soalanPerlu di ingatkan, jawapan bagi setiap soalan perlu merujuk kepada rangsangan/stimulus soalan dengan betul.<br />
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Contoh:<br />
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Rangsangan soalan menunjukkan satu bahagian basikal yang dilabel dengan tanda <i>X. </i>Murid perlu tahu dan faham bahawa bahagian tersebut ialah rantai pada basikal. Apakakah kaedah yang paling sesuai untuk mengelakkan rantai basikal daripada berkarat?<br />
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Jawapan betul : Menyapu minyak pelincir pada bahagian tersebut.<br />
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Jawapan salah : Mengecat bahagian tersebut.<br />
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Walaupun kaedah mengecat boleh mencegah pengaratan namun ia tidak sesuai diaplikasikan pada rantai basikal.<br />
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Ingat, murid-murid. Perhatikan rangsangan/stimulus soalan betul-betul. Selamat menjawab.Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-8369735980478010772016-08-08T11:17:00.000+08:002016-08-08T11:17:20.812+08:00Panduan menjawab soalan membina jadual atau graf1. Pastikan kehendak soalan , jika diminta membuat jadual pastikan jawapan dalam bentuk jadual , jika diminta membuat graf pastikan jawapan dalam bentuk graf. Ingat jangan tersilap.<br />
2. Bina jadual/graf guna pembaris.<br />
3. Pastikan tajuk jadual/ graf betul (jika ada unit , nyatakan dengan betul.<br />
4. Pindahkan maklumat dengan betul.<br />
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contoh:<br />
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jawapan:<br />
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com1tag:blogger.com,1999:blog-782203330956123488.post-89900882643603659502016-06-15T12:49:00.001+08:002016-06-15T13:17:50.392+08:00Bersama Tutor<div class="separator" style="clear: both; text-align: center;">
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-16767946364626012252016-03-07T13:56:00.003+08:002016-03-07T13:57:10.216+08:00KPS 2 : MENGELASMenggunakan pemerhatian bagi mengasingkan bahan/objek/sifat/ mengikut ciri-ciri sepunya yang dikenalpasti.<br />
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Contoh soalan:<br />
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Apakah haiwan yang boleh menggantikan haiwan X dan Y.<br />
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<b>Kenalpasti ciri pengelasan haiwan</b> ( kemandirian spesis Tahun 5), haiwan bertelur dan beranak.<br />
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Contoh jawapan : Haiwan X : Burung, Ikan, Rama-rama.<br />
Haiwan Y : Kambing, kucing, Harimau.<br />
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-71575562217021969262016-03-01T12:01:00.001+08:002016-03-01T12:01:51.995+08:00KPS 1 : MEMERHATIMembuat pemerhatian.<br />
-Berupaya membuat pemerhatian menggunakan deria.<br />
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<img alt="" height="290" 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" width="320" /><br />
Bagi menjawab soalan-soalan berkaitan membuat pemerhatian, pilih deria yang sesuai.<br />
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Contoh:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKB1wbEH3vQCsThoBqwap3u9yEfxfXNZWIMdpUqYQ_72N1EEXaaIfukFw4W0enhcJdVC-DVFvB09ynHDg-6mHtLIKDdQY2WFmvvV9lA3L-4wspKV-jkYSJe2rAiTtUfx6ZB0N7l53AbvDe/s1600/Coway-sisa+kilang.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a>
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<img alt="" 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" /><br />
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Kebanyakkan ikan di sungai seperti di dalam gambar telah mati. Berikan satu pemerhatian yang dapat diperhatikan bagi menerangkan keadaan ini.<br />
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Deria yang sesuai : Mata dan hidung.<br />
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Pemerhatiannya : Mata = Air sungai kelihatan berminyak dan keruh.<br />
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Hidung = Air sungai berbau busuk.<br />
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Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-69998973933277601742016-02-25T10:20:00.001+08:002016-02-25T10:20:31.557+08:00Kelas Abad ke 21<div style="text-align: center;">
<u><b>Pemahaman tentang kelas abad ke 21</b></u></div>
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Apakah erti sebenar kelas abad ke 21 yang selalu kita dengar di sekolah-sekolah? Adakah kelas yang penuh dengan teknologi terkini, canggih dan berhawa dingin.</div>
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Adakah ini kelas abad ke 21?</div>
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Jika kita memahami kelas abad ke 21 hanya seperti ini, jawapannya mungkin belum berapa tepat.</div>
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<u><b>Cabaran Abad ke 21.</b></u></div>
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<u><b> </b></u></div>
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Bagi memahami kelas abad ke 21, perlu untuk kita melihat dahulu cabaran cabaran abad ke 21.</div>
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Erti sebenar bagi kelas abad ke 21 ialah, bagaimana untuk melengkapkan murid bagi menghadapi cabaran-cabaran yang bakal dihadapi di abad ke 21.Ict merupakan sebahagian sahaja daripada elemen kelas abad ke 21.<br />
Sebagai guru, adalah menjadi tanggungjawab kita untuk melengkapkan kemahiran-kemahiran kritikal kepada murid untuk menghadapi cabaran abad ke 21.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNzv-bFzPfWuIBenjMK3Nieh6reUOl0NAq_hh8qZT10TnW8PCafqmw-xxI6Ejjj5qwEiaRCF8ep0TWUiTEKjOvqYicC6EHK-9t_SQ5gVUctU-meAQC8woMYB-4mAtvxjWg6Zxp6Qzl6z0/s1600/cabaran+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNzv-bFzPfWuIBenjMK3Nieh6reUOl0NAq_hh8qZT10TnW8PCafqmw-xxI6Ejjj5qwEiaRCF8ep0TWUiTEKjOvqYicC6EHK-9t_SQ5gVUctU-meAQC8woMYB-4mAtvxjWg6Zxp6Qzl6z0/s320/cabaran+2.JPG" width="320" /></a></div>
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<u><b>Bagaimana?</b></u></div>
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Jangan terlalu berharap pada kecanggihan prasarana di kelas semata-mata, sedangkan banyak lagi aktiviti bagi membina kemahiran kepada murid yang boleh dilakukan. </div>
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Perkataan "tiada komputer, tiada kelas abad ke 21" jangan dijadikan alasan bagi tidak menjalankan aktiviti kelas abad ke 21. Aktiviti yang boleh diadakan seperti kerja berkumpulan, main peranan, lakonan, nyanyian, bersyair, berpantun, inkuiri penemuan, simulasi, pembentangan hasil dan lain-lain.</div>
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Selamat belajar di abad ke 21.</div>
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Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-23981729950578539092016-02-05T10:43:00.001+08:002016-02-05T10:43:34.475+08:00Perkongsian di SRAI Al Amin, Cheras Selatan<div style="text-align: center;">
KBAT dan IBSE dalam pengajaran Sains</div>
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Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-32185501039283767172016-01-25T19:06:00.001+08:002016-01-25T19:06:15.965+08:00Satu lagi hasil daripada cikgu<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBdUSx0kLe0sd7rIc686Nw9N2pjmsjDQR0lWO90zZeE2w_kd6cCsZ4Ik_EgFzebSVXYYgiXndq0S1Z2mE2K7TonSIE6K9S6fGC1umoJ61XogP8BI9HaTf1jZCoygtYkXKcr0Rz50Y8kts/s1600/IMG-20160121-WA0038.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBdUSx0kLe0sd7rIc686Nw9N2pjmsjDQR0lWO90zZeE2w_kd6cCsZ4Ik_EgFzebSVXYYgiXndq0S1Z2mE2K7TonSIE6K9S6fGC1umoJ61XogP8BI9HaTf1jZCoygtYkXKcr0Rz50Y8kts/s320/IMG-20160121-WA0038.jpg" width="180" /></a></div>
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Koleksi soalan format terkini boleh didapati di kedai-kedai buku di bawah penerbitan Bagus.</div>
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-75274217255645326232016-01-12T08:05:00.000+08:002016-01-14T08:16:49.014+08:00Buku Praktis Sains Tahun 6<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLygFA4bTDyatkVBEOyNP0bFobHr9JI5YhtoEwAudaBQWCIR2ryaLtOhlhazBYpvhdaZNK8PHPoGOSABOM6eeoEhuprset67uF-fHJpFgfVd8Bzj3eq2vS1aHCHoreElpcYc0IK3bj_0s/s1600/IMG_20160111_172754.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLygFA4bTDyatkVBEOyNP0bFobHr9JI5YhtoEwAudaBQWCIR2ryaLtOhlhazBYpvhdaZNK8PHPoGOSABOM6eeoEhuprset67uF-fHJpFgfVd8Bzj3eq2vS1aHCHoreElpcYc0IK3bj_0s/s320/IMG_20160111_172754.jpg" width="180" /></a></div>
Alhamdulillah, buku praktis sains Tahun 6 yang cikgu tulis telah diterbitkan, boleh dapatkan di kedai buku berdekatan di bawah penerbitan Pelangi . ;)<br />
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-71523228843092312432016-01-08T12:45:00.002+08:002016-01-08T12:45:55.158+08:00Amanah<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT1Q0r_gwfEoa64CQC9CskWs_qGVU3fQIAWoGy0nLEBJo5r3-GC0yDuBqOAwJ04q797LvLD4zGcdI-WbxE9ElEuOj5cfRhc3tD-68-GVHM9-h1OVT0aw-Vm6BUp-9-UPEUZEG9ZX4JOzo/s1600/IMG_20160108_123041.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT1Q0r_gwfEoa64CQC9CskWs_qGVU3fQIAWoGy0nLEBJo5r3-GC0yDuBqOAwJ04q797LvLD4zGcdI-WbxE9ElEuOj5cfRhc3tD-68-GVHM9-h1OVT0aw-Vm6BUp-9-UPEUZEG9ZX4JOzo/s320/IMG_20160108_123041.jpg" width="197" /></a></div>
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-13448702696102243342016-01-04T14:15:00.001+08:002016-01-04T14:15:16.611+08:00Format UPSR Sains 2016<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOoOCzAhZLqvbQkyOWhM7VFmML1lI_jVYhKe4WJtX1A2GegcypCC7eZSdVxhtVOmV2vcif47DDmPsR1LN2qPq9stfwaXMjNbvG67u7Q6aDs-rQYJMeobceyGoYGUFl9rlv8Ky-nuhjTc0/s1600/format.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOoOCzAhZLqvbQkyOWhM7VFmML1lI_jVYhKe4WJtX1A2GegcypCC7eZSdVxhtVOmV2vcif47DDmPsR1LN2qPq9stfwaXMjNbvG67u7Q6aDs-rQYJMeobceyGoYGUFl9rlv8Ky-nuhjTc0/s320/format.jpg" width="320" /></a></div>
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Berikut adalah format baru bagi kertas sains UPSR 2016.</div>
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-74545401736552761892016-01-04T14:07:00.001+08:002016-01-04T14:07:18.312+08:00Bersama guru-guru Sekolah Rendah Agama Integrasi , Beranang<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKDx_HDuV7d4rTtntzxx7pFFUei5LTNnJoh-kHqn6T-P8WYA2CRIjpb5J3A8UdLyPiX0W-1a4zQ5DwJF3fv5ov5HxdmcaILqjPgCmzI3bycseo9V5NytwBEY7nFf5bYYn91d3zfZ87vbE/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKDx_HDuV7d4rTtntzxx7pFFUei5LTNnJoh-kHqn6T-P8WYA2CRIjpb5J3A8UdLyPiX0W-1a4zQ5DwJF3fv5ov5HxdmcaILqjPgCmzI3bycseo9V5NytwBEY7nFf5bYYn91d3zfZ87vbE/s320/1.jpg" width="320" /></a></div>
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<div style="text-align: center;">
Bengkel kemahiran berfikir aras tinggi dan format UPSR sains 2016.</div>
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-85924682587420263032015-08-30T18:57:00.000+08:002015-08-30T18:57:10.404+08:00Pecutan akhir UPSR@mmu Melaka<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRSegPf19hiUHL5IiaZ3d0tv2jJc32NZbYwYGzCS25huIobqd14jGBpSp9nXQ4bP6wcmDTjAuekIIRdk3q84vv5sQhkJxzaUVXSLo6HDyqfPrOIZjwMCaOy0mBgpIdrX7hJBumXK_IIgs/s1600/20150829_183555.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRSegPf19hiUHL5IiaZ3d0tv2jJc32NZbYwYGzCS25huIobqd14jGBpSp9nXQ4bP6wcmDTjAuekIIRdk3q84vv5sQhkJxzaUVXSLo6HDyqfPrOIZjwMCaOy0mBgpIdrX7hJBumXK_IIgs/s320/20150829_183555.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3x_mdwYTHsleWmdZN6vXWzbzI3f2FoxjWAe9KXUGdt5Y8DlasDB9tRZPRgxd5vrUSV3q9xC_Vi87TDKpUyYMor-diC4GinDhv4l2bmFFWczt6hiU-3TJyRODAoqydbA3jt509oOAsjEk/s1600/20150829_181953.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3x_mdwYTHsleWmdZN6vXWzbzI3f2FoxjWAe9KXUGdt5Y8DlasDB9tRZPRgxd5vrUSV3q9xC_Vi87TDKpUyYMor-diC4GinDhv4l2bmFFWczt6hiU-3TJyRODAoqydbA3jt509oOAsjEk/s320/20150829_181953.jpg" width="320" /></a></div>
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Bersama murid-murid di MMU Melaka di seminar pecutan akhir </div>
<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-18570710366908814372015-08-21T22:34:00.001+08:002015-08-21T22:38:10.395+08:00Menjawab soalan hubungan yang mempunyai pelbagai polaSoalan yang melibatkan pelbagai pola:<br />
a. Pola bayang-bayang apabila masa meningkat.<br />
b. Pola perubahan fasa-fasa bulan.<br />
c. Pola perubahan gerhana matahari dan bulan.<br />
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Situasi bagi fenomena di atas melibatkan dua pola apabila masa semakin meningkat.<br />
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Contoh soalan:<br />
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Rajah menunjukkan perubahan panjang bayang-bayang yang direkodkan sehingga pukul lima petang.<br />
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<u>Soalan</u>:<br />
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A. Nyatakan hubungan yang dapat dinyatakan berdasarkan maklumat yang diperolehi daripada kajian itu.<br />
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<u>Cadangan jawapan</u>:<br />
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Semakin meningkat masa sehingga pukul 12.00 pm , semakin menurun panjang bayang-bayang dan kemudian bertambah panjang sehingga pukul 5.00 pm. <br />
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<u>Tips:</u><br />
Nyatakan semua pola dengan betul dalam ayat hubungan.<u> </u>Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-26757971253070289722015-08-21T22:10:00.001+08:002015-08-21T22:10:50.197+08:00Pemerhatian Lain TIPS.<br />
1.Menyatakan pemerhatian lain yang dapat dinyatakan.<br />
2.Tidak boleh mengulang semula pemerhatian utama yang telah dinyatakan.<br />
3. Tulis jawapan berdasarkan deria yang sesuai bagi pemerhatian :<br />
a) Mata (lihat).<br />
b) Telinga ( dengar)<br />
c) Kulit ( sentuh)<br />
e) Hidung (bau)<br />
f) Lidah (rasa)<br />
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Contoh:<br />
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Kasih telah menanam pokok di halaman rumahnya. Setelah beberapa hari didapati pokok tersebut telah layu.<br />
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Soalan:<br />
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A. Beri <b><i><u>satu lagi pemerhatian</u></i></b> yang dapat dinyatakan berdasarkan keadaan pokok yang di tanam oleh Kasih.<br />
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Kaedah menjawab.<br />
1. Kenalpasti pemerhatian utama yang telah diberi iaitu "<b>pokok tersebut telah layu</b>". Ingat pemerhatian ini tidak boleh diulang lagi.<br />
2. Apa deria yang sesuai digunakan. Ia deria yang sesuai ialah mata (lihat), dan nyatakan apa yang dapat dilihat yang menunjukkan pokok itu telah layu.<br />
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Jawapannya:<br />
- Daun pokok bewarna kuning.<br />
- Banyak daunnya yang gugur.<br />
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* Ilustrasi/rajah pada kertas soalan sebenar tidak bewarna, jadi kamu kena bijak berfikir bagi menyatakan pemerhatian yang sesuai.<br />
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Selamat Maju Jaya. ;)Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-35719231937565158512015-08-14T16:10:00.001+08:002015-08-21T22:46:17.869+08:00Jawab dengan ayat tepat dan betulCalon-calon UPSR, ingat. Jawab soalan soalan yang dikemukakan dengan ayat yang betul dan tepat.<br />
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Contoh:<br />
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Rajah menunjukkan jarak antara dua buah planet dari Matahari.</div>
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Soalan:</div>
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1a. Apakah hubungan yang dapat dinyatakan tentang jarak dan masa yang diambil oleh planet mengelilingi Matahari.<br />
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Jawapan salah:</div>
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<i><b>Semakin jauh jarak planet , semakin lama masa yang diambil</b>.</i><br />
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Ulasan: Ayat jawapan tidak menjelaskan dengan tepat tentang jarak planet dari matahari.<br />
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Jawapan betul:</div>
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<i><b>Semakin jauh jarak planet <u>dari matahari</u>, semakin lama masa mengelilingi matahari</b></i>. </div>
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Ulasan: Ayat jawapan dengan maksud yang tepat.</div>
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Bagi soalan beraras tinggi (KBAT), ketepatan ayat dan maksud sangat penting. Pemeriksa kertas soalan akan memberikan markah berdasarkan ketepatan dan maksud yang tepat.<br />
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Selamat Maju Jaya ;)<br />
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-8821822762862102762015-06-18T13:08:00.000+08:002019-12-28T10:47:32.845+08:00Kenali soalan "KBAT" "HOTS" dan cara menjawabnyaCiri-ciri soalan KBAT .<br />
1. Rangsangan soalan sangat sedikit.<br />
3. Perlukan proses berfikir yang kritis dan kreatif. <br />
2. Jawapan paling tepat diperlukan untuk mendapat markah.<br />
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Contoh:<br />
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<b>Soalan 1</b><br />
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Pada waktu tengahari yang cerah , tiba-tiba keadaan suasana bertukar seperti malam.<br />
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Berdasarkan penyataan tersebut berikan satu inferens.<br />
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<u>Cara menjawab</u>:<br />
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- Soalan ini ialah soalan <u>inferens</u>, iaitu memberikan<b> alasan yang munasah</b> berdasarkan pemerhatian yang dilihat.<br />
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Pemerhatian : Tengahari cerah bertukar seperti malam.<br />
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<u>Jawapan tepat </u>:<br />
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Tengahari yang cerah keadaan bertukar seperti malam kerana berlaku kejadian <b>gerhana matahari penuh</b> ketika itu.<br />
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Kesilapan yang sering dilakukan ialah , murid sekadar menjawab <u>berlakunya kejadian gerhana matahari.</u><br />
Perlu di ingat bahawa fenomena gerhana matahari mempunyai banyak fasa-fasa gerhana dan yang menyebabkan keadaan gelap sepenuhnya hanya pada fasa gerhana matahari penuh.<br />
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Selamat maju jaya.<br />
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<br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0tag:blogger.com,1999:blog-782203330956123488.post-81711917269955248532015-05-11T11:57:00.003+08:002015-05-11T11:57:48.535+08:00Pembentangan hasil penilaian IBSE dalam pengajaran sains <div class="separator" style="clear: both; text-align: center;">
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Pembentangan telah dibentangkan oleh Akademi Sains Malaysia mengenai dapatan kajian penggunaan inkuiri di dalam pengajaran sains di empat buah sekolah rintis. Dapatan yang telah diperolehi menunjukkan murid yang menjalankan kaedah inkuiri mendapat markah yang lebih baik berbanding murid lain.<br /><br />Mohd Abaidi Mohd Nohhttp://www.blogger.com/profile/04199723965190452436noreply@blogger.com0