tag:blogger.com,1999:blog-49440562723543359652024-03-12T19:06:46.229-07:00Aniza Khalid (210524)Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-4944056272354335965.post-25606946027615150862011-07-10T06:07:00.000-07:002011-07-10T06:07:26.957-07:00PANTUN<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>AR-SA</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal"><b><span style="font-family: Algerian; font-size: 14.0pt; line-height: 115%;">KOLEKSI PANTUN UNTUK MAJLIS SEKOLAH</span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Dari Raub<span style="mso-spacerun: yes;"> </span>akan ke Pontian,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Terus pula ke Kuala Perlis,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Harap semua berikan perhatian,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Mohon saya mulakan majlis.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Daun layu di tengah gurun,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Nampak jalur pohon cemara,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Tradisi Melayu turun temurun,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Pantun ditutur pembuka bicara.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Hari ini menugal jagung,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Hari esok memetik peria,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Hari ini kita berkampung,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Meraikan majlis penuh ceria.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Tanda setuju angguk-anggukkan,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Adab tertib anak gemilang,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Selamat datang kami ucapkan,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Ke Majlis Anugerah Pelajar Cemerlang.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Bunga mawar cantik tersemat,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Dipetik gadis di tepi titi,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Doa dibaca memohon rahmat,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Semoga majlis sentiasa diberkati.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Tenang-tenang air di laut,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Sampan kolek mudik ke tanjung,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Hati terkenang mulut menyebut,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Budi tuan rasa nak junjung.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Ketukan gong bergema megah,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Pembakar semangat bangsa berhemat,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Perasmian majlis rasmilah sudah,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Dirasmi oleh tamu kehormat.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Pergi ke dusun menjolok kelapa,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Kelapa muda tidak berisi,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Jari disusun maaf dipinta,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Panjang usia bersua kembali.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Buah cemara jatuh berderai,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Jatuh berderai di atas para,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Hasrat hati tak mahu bercerai,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Apakan daya, kita sampai di hujung acara.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Tuai padi antara masak,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Esok jangan layu-layuan,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Intailah kami antara Nampak,</span></div><div class="MsoNormal"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 115%;">Esok jangan rindu-rinduan.</span></div><div class="MsoNormal"><br />
</div>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com8tag:blogger.com,1999:blog-4944056272354335965.post-55333309351959858882011-07-10T01:18:00.000-07:002011-07-10T01:18:10.129-07:00PERANAN VIDEO DALAM P&P<!--[if !mso]> <style>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman";">Sinopsis Artikel</span></i></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Artikel ini menjelaskan tentang penggunaan video sebagai salah satu elemen dalam multimedia untuk membangun modal insan melalui paparan maklumat berbentuk gambar bergerak. Proses Pengajaran dan pembelajaran dikatakan lebih menarik dan bermanfaat dengan penggunaan video kerana elemen dalam video mampu memberi<span style="mso-spacerun: yes;"> </span>pengalaman baru dalam pengajaran dan pembelajaran. Antara penggunaan video dalam P&P yang popular sekarang adalah EduwebTV dan Kampus ASTRO Bersama Komuniti Sekolah.</span></i></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman";">Alamat URL – </span></b><a href="http://www.tutor.com.my/tutor/dunia.asp?y"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman";">http://www.tutor.com.my/tutor/dunia.asp?y</span></b></a><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman";"></span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><br />
</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman";">Peranan video dalam P&P</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">GURU PERMULAAN Oleh Dr. Ismail Zain</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
</span><span style="font-family: "Times New Roman","serif"; font-size: 7.5pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">GURU dan pelajar boleh memuat turun klip video dari laman eduwebtv secara percuma.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <hr align="center" noshade="noshade" size="1" style="color: #a0a0a0;" width="100%" /> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br clear="all" style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">PERKEMBANGAN teknologi yang canggih mampu memberi kemudahan untuk mengakses pelbagai maklumat sama ada berbentuk teks, grafik, audio atau video. Video merupakan salah satu elemen dalam multimedia yang mampu membangun modal insan melalui paparan maklumat berbentuk gambar yang bergerak. </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bagaimanpun format video berubah mengikut perkembangan teknologi itu sendiri. Bermula dengan filem diikuti pula dengan pita video, cakera video dan kini klip video digital yang menggunakan perkakasan dan perisian komputer. </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Walau apa sahaja formatnya, fungsinya masih sama terutama dalam proses pengajaran dan pembelajaran (P&P) di bilik darjah.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menurut sebuah artikel di laman sesawang, video mampu memberi manfaat kepada pelajar. Katanya:</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">”With video as one component in a thoughtful lesson plan, students often make new connections between curriculum topics, and discover links between these topics and the world outside the classroom.”</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">(http://www.thirteen.org)</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dengan lain perkataan elemen-elemen yang terdapat dalam video mampu memberi satu pengalaman baru melalui proses menghubung kait antara pembelajaran di bilik darjah dengan situasi sebenar di luar bilik darjah.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menyedari hakikat ini pelbagai pihak menyediakan bahan video yang sesuai digunakan dalam pengajaran. </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sebagai contoh Astro telah melancarkan projek rintis ”Kampus Astro Bersama Komuniti Sekolah” yang memberi kemudahan peralatan untuk mengakses saluran terpilih untuk tujuan tersebut. </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Malah Kementerian Pelajaran Malaysia sendiri melalui laman sesawang EduWebTV (www.eduwebtv.com) menyediakan pelbagai rancangan untuk dimuat turun oleh guru dan pelajar dalam sesi P&P.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Brown J. W., Lewis R.B, Harcleroad F.F, (1985) menegaskan bahawa gambar bergerak adalah merupakan bahan yang mempunyai kekuatan yang tinggi jika dibandingkan dengan bahan-bahan lain.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">”They have a unique capacity to communicate, to influence and to inform. Communicate through the most direct channels to mind, emotions, sight and hearing.” (m.s 233)</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Memandangkan betapa pentingnya peranan video dalam proses pengajaran dan pembelajaran, maka guru seharusnya merancang dengan menyusun strategi ke arah pengaplikasian dan pengintegrasian video dalam pengajaran mereka.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pengintegrasian ini harus diambil kira dari aspek ilmu, kemahiran, kepelbagaian gaya belajar, penjanaan minda kirits dan kreatif, dan penerapan nilai murni dalam usaha memupuk insan yang seimbang sepertima yang dikehendaki dalam Falsafah Pendidikan Kebangsaan..</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Guru harus mampu membuat inovasi terhadap kaedah pengajaran agar penggunaan video dalam proses pengajaran dan pembelajaran dapat dilaksanakan dengan lebih baik dan berkesan serta mampu menjadikan aktiviti pembelajaran itu menyeronokkan kepada pelajar-pelajar. Beberapa contoh aktiviti akan dibincangkan dalam penulisan seterusnya nanti.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Nota Pengarang: Penulisan ini adalah ubahsuaian dairpada kertas kerja asal ”Strategi Aplikasi Video Klip dalam Perancangan Proses Pengajaran Pembelajaran: Ke Arah Pembangunan Modal Insan.” yang dibentangkanoleh penulis artikel ini di Seminar Kebangsaan Teknologi dan Inovasi Pengajaran-Pembelajaran, 2009 pada 28-29 April, 2009 di Hotel Palm Garden, IOI Resort,Putra Jaya anjuran Universiti Putra Malaysia.</span></div><div class="MsoNormal"><br />
</div>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com4tag:blogger.com,1999:blog-4944056272354335965.post-20676019195791255162011-07-09T08:06:00.000-07:002011-07-09T08:20:44.333-07:00AKTIVITI SK. LUBUK SIREH<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7yb9dNapLcOVZ1esRaiikLJ8oyyinczFAYVpTvHf7IVWR9LRMLoNm8zvxFXbjyy7qd4JWbrSvyXLPb-xwjiXJCm2_BP8FJRYukcDLR0CE_8D6pVOCqNo-poDqt0IbzKUguIbo0shQSrE/s1600/P8240313.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7yb9dNapLcOVZ1esRaiikLJ8oyyinczFAYVpTvHf7IVWR9LRMLoNm8zvxFXbjyy7qd4JWbrSvyXLPb-xwjiXJCm2_BP8FJRYukcDLR0CE_8D6pVOCqNo-poDqt0IbzKUguIbo0shQSrE/s320/P8240313.JPG" width="240" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvSUAPLxgalBul9xc8Ir3_7Sq32VB3e8clsIozyCCkvlYSzLN82jL4g7TOkZ5sLDaLMDrIpF4ioJTg0EPCexdAwz_Xi3H1XuFmW8Y0r0emeePxHXSf1wI2KDYFY45xNSiFxmQVyZIYvJ23/s1600/P8250323.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvSUAPLxgalBul9xc8Ir3_7Sq32VB3e8clsIozyCCkvlYSzLN82jL4g7TOkZ5sLDaLMDrIpF4ioJTg0EPCexdAwz_Xi3H1XuFmW8Y0r0emeePxHXSf1wI2KDYFY45xNSiFxmQVyZIYvJ23/s320/P8250323.JPG" width="240" /> </a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;">PERTANDINGAN MENDEKLAMASI PUISI KEMERDEKAAN </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_z6VrGMEmtwNJRdvJZvu4lHoMZtBis32WX0Bbvx-DdUmCE7WXvv61sBlrS3upKX-Sl_Lj6HeRZD2WgVMqmbYrY-q7lTzl9zEpe7W9qSOzxrVxt_rGuKqJmRIs2jUmgkG0SDLnj_MXvKY7/s1600/P8250326.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_z6VrGMEmtwNJRdvJZvu4lHoMZtBis32WX0Bbvx-DdUmCE7WXvv61sBlrS3upKX-Sl_Lj6HeRZD2WgVMqmbYrY-q7lTzl9zEpe7W9qSOzxrVxt_rGuKqJmRIs2jUmgkG0SDLnj_MXvKY7/s320/P8250326.JPG" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"> PERTANDINGAN LAGU PATRIOTIK</div><div class="separator" style="clear: both; text-align: center;"><br />
</div>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com9tag:blogger.com,1999:blog-4944056272354335965.post-7253274677316963532011-07-09T06:06:00.000-07:002011-07-09T06:06:57.426-07:00PUISI<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>AR-SA</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><u><span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">KEMBALIKAN GURUKU YANG DULU</span></u></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Guruku…</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Kuumpamakan dirimu sebagai matahari yang tak pernah bosan bersinar</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Kuumpamakan dirimu sebagai bulan yang setia menerangi kegelapan malam..</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Kuumpamakan dirimu sebagai bintang yang tak pernah jemu menjadi penghias alam..</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Guruku..</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Aku mohon secebis kasih sayang…Mengapa penghinaan yang kau luahkan.?</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Guruku..</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Aku mohon sedikit pengertian…Mengapa tamparan yang kau layangkan.?</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Guruku..</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Aku mohon satu keadilan…Mengapa hukuman yang kau hadiahkan.?</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Guruku…</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Kembalilah dikau sebagai matahari,bulan dan bintangku..</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Kerana aku sangat memerlukan dirimu..</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Sebagai penyuluh hidupku yang satu.</span></i></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-size: 12.0pt; mso-bidi-font-family: Tahoma; mso-bidi-theme-font: major-bidi;">Menyusuri kehidupan yang penuh berliku.</span></i></div><div class="MsoNormal" style="line-height: normal;"><br />
</div>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com6tag:blogger.com,1999:blog-4944056272354335965.post-47380327613308162602011-07-08T03:26:00.000-07:002011-07-09T01:24:11.738-07:00MOTIVASI DIRI<span style="font-size: large;"><b><i><span style="font-family: Arial,Helvetica,sans-serif;">Sekadar renungan bersama...fikirkanlah</span></i></b></span><br />
<span style="font-size: large;"><br />
</span><br />
<br />
<div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: large;"><b><span style="color: navy; font-family: "Berlin Sans FB","sans-serif"; line-height: 115%;">*** </span></b><span style="color: #38761d; font-family: Arial,Helvetica,sans-serif; line-height: 115%;">Kita sebenarnya jauh lebih hebat daripada apa yang kita sangkakan.</span></span></div><div align="center" class="MsoNormal" style="color: #38761d; font-family: Arial,Helvetica,sans-serif; text-align: center;"><span style="font-size: large;"><span style="line-height: 115%;">Justeru, jangan sesekali kita mengalah. </span></span></div><div align="center" class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: center;"><span style="font-size: large;"><span style="color: #38761d; line-height: 115%;"></span><b><span style="color: navy; line-height: 115%;"><br />
</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: large;"><b><span style="color: navy; line-height: 115%;">***<span style="color: purple;"> </span></span></b><span style="color: black; line-height: 115%;">MALAS adalah racun paling berbisa.....RAJIN adalah penawar paling mujarab</span></span></div><span style="color: black; font-family: Verdana,sans-serif; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: black; font-family: Verdana,sans-serif;"><br />
</div><span style="color: black; font-family: Verdana,sans-serif; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: black; font-family: Verdana,sans-serif;"><br />
</div><span style="font-family: Verdana,sans-serif; font-size: large;"> </span><br />
<div class="MsoNormal" style="font-family: Verdana,sans-serif;"><span style="font-size: large;"><span style="line-height: 115%;"><b>****</b> <span style="color: purple;">Orang rajin</span></span><span style="color: purple; line-height: 115%;"> Mencari jalan....</span></span><span style="color: purple; font-family: Arial,Helvetica,sans-serif; font-size: large;"><span style="line-height: 115%;">..Orang</span></span><span style="color: purple; font-family: Arial,Helvetica,sans-serif; font-size: large;"><span style="line-height: 115%;"> malas</span><span style="line-height: 115%;"> </span><span style="line-height: 115%;">Mencari </span><span style="line-height: 115%;"> </span><span style="line-height: 115%;">Alasan</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><span style="line-height: 115%;"> <b>***</b></span></span><span style="font-size: large;"><span style="line-height: 115%;"><b> </b><span style="color: #cc0000;">Tidak</span></span><span style="color: #cc0000; line-height: 115%;"> ada</span><b style="color: #cc0000;"><span style="line-height: 115%;"> </span></b><span style="color: #cc0000; line-height: 115%;"><b>Rahsia</b> bagi Kejayaan.</span></span><span style="color: #cc0000; font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><span style="color: #cc0000; font-size: large;"><span style="line-height: 115%;"> Ia adalah</span><span style="line-height: 115%;"> hasil persediaan</span><span style="line-height: 115%;">,kerja keras, dan</span></span><span style="color: #cc0000; font-size: large;"><span style="line-height: 115%;"> belajar daripada kegagalan.</span></span> </div><div class="MsoNormal"><span style="font-family: "Berlin Sans FB","sans-serif"; font-size: 20pt; line-height: 115%;"></span> </div>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com7tag:blogger.com,1999:blog-4944056272354335965.post-48149667883941720362011-06-09T18:46:00.000-07:002011-06-09T18:46:56.931-07:00<a href="http://www.oocities.org/gardner02_8/ilmiah2.htm">Internet Dalam Pendidikan Matematik</a>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com2tag:blogger.com,1999:blog-4944056272354335965.post-73339858747916602292011-06-09T18:29:00.000-07:002011-06-09T18:29:49.149-07:00<a href="http://aniza589.blogspot.com/">http://Aniza589.blogspot.com</a>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com0tag:blogger.com,1999:blog-4944056272354335965.post-5517506611055355982011-06-05T06:57:00.000-07:002011-06-05T06:57:46.455-07:00Manual Penyediaan Blog<img alt="" 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" />Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com0tag:blogger.com,1999:blog-4944056272354335965.post-90197506022304224142011-06-05T05:34:00.000-07:002011-06-05T05:34:45.981-07:00Pembuka BicaraAssalamualaikum, salam sejahtera dan salam 1 Malaysia.<br />
Kepada rakan dan taulan....terima kasih kerana sudi melayari blog ini.<br />
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" <i><span style="font-family: Verdana,sans-serif;">Dalam kerendahan diri..ada ketinggian budi."</span></i><br />
<div style="font-family: Verdana,sans-serif;"><i>" Dalam kemiskinan harta..ada kekayaan jiwa" </i></div><div style="font-family: Verdana,sans-serif;"><i>" Dalam kasar bicara...ada terselit makna" </i></div><div style="font-family: Verdana,sans-serif;"> <i><br />
</i></div><div style="font-family: Verdana,sans-serif;"> <i><br />
</i></div><div style="font-family: Verdana,sans-serif;"> <i><br />
<span style="font-family: Georgia,"Times New Roman",serif;">Semoga kita semua dapat menjadi yang terbaik antara yang terbaik...</span></i></div>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com0tag:blogger.com,1999:blog-4944056272354335965.post-37691743398449316002011-06-05T04:25:00.000-07:002011-07-09T06:53:03.281-07:00INTERNET DALAM PENDIDIKAN MATEMATIKURL address ( <b>http://www.oocities.org/gardner02_8/ilmiah2.htm</b> )<br />
<div style="line-height: 150%;"><b><span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;">INTERNET DALAM PENDIDIKAN MATEMATIK</span></b><br />
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<b><span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"><i><u>Sinopsis Artikel</u></i></span></b><br />
<span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"><i> Artikel ini menerangkan tentang pelbagai bahan dan aktiviti menarik dalam P&P Matematik yang boleh dilayari di internet. Ia turut menyediakan alamat URL laman-laman web yang boleh digunakan untuk mendapatkan maklumat yang dicari. Antaranya kita boleh mengetahui tentang teori-teori pembelajaran Matematik dan pendekatan pembelajaran penyelesaian masalah. Kita juga boleh mendapatkan jurnal atau majalah pendidikan matematik untuk dijadikan bahan rujukan.</i></span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"><i>Melalui internet juga, kita boleh melayari ruangan forum dan soaljawab yang memperlihatkan perbincangan siber tokoh2 pendidikan Matematik dari seluruh dunia. Artikel ini juga memaparkan alamat URL yang boleh dilayari oleh para pelajar untuk mendapatkan 'Online Exercises', Kesenian Matematik dan pelbagai perisian Matematik yang boleh digunakan mereka untuk tujuan pembelajaran kendiri.</i></span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"><i>Jelasnya, artikel ini sangat membantu khususnya untuk para guru Matematik meneroka apa-apa sahaja keperluan berkaitan pengajaran mereka.</i></span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"><i>Untuk mendapatkan maklumat lebih lanjut, sila baca artikel yang dipaparkan. </i></span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"><i>Terima kasih.</i></span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;"><i><br />
</i></span></div><div style="line-height: 150%;"><b><span style="font-family: "Arial","sans-serif"; font-size: 13.5pt; line-height: 150%;">Pengenalan</span></b><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Internet atau "International Network of Network" ialah suatu rangkaian komputer di peringkat antarabangsa. Penggunaannya semakin meningkat di negara kita walaupun tidaklah sehebat negara maju. Ini menggambarkan keadaan realiti rakyat negara kita yang semakin celik komputer dan tidak lagi fobia kepada teknologi baru. Ini jelas terbukti apabila institusi pendidikan juga semakin berusaha ke arah meningkatkan penggunaan teknologi moden ini terutamanya warga pendidik. Kalau dahulu, tidak adapun guru di Malaysia yang mengetahui apa itu internet, apa lagi untuk menggunakannya.Tetapi kini, bilangan guru yang mempunyai akses ke internet sudah mencapai angka ratusan dan tidak mustahil ianya akan meningkat kepada jumlah yang lebih besar pada masa akan datang.</span></div><div style="line-height: 150%;"><b><span style="font-family: "Arial","sans-serif";">Internet Sebagai Sumber Pengajaran Dan Pembelajaran</span></b><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Sesetengah pihak mungkin tidak begitu memahami apakah yang boleh dibuat oleh seorang pendidik dalam internet. Internet telah digunakan sebagai sumber untuk mendapatkan pelbagai bahan dan maklumat yang berkaitan dengan proses pengajaran dan pembelajaran. Ia juga amat sesuai digunakan sebagai sebuah saluran komunikasi antara seorang guru dengan guru yang lain, guru dengan murid, guru dengan ibubapa atau murid dengan murid yang lain. Antara bahan berunsurkan pendidikan yang boleh diperolehi daripada internet ialah projek-projek yang telah dijalankan oleh pendidik berasaskan internet, rancangan pengajaran dan pembelajaran, bahan maklumat yang menarik dan terkini, bahan bacaan dan kemahiran berbahasa, perkongsian maklumat , saluran komunikasi dan sejarah tentang matematik.</span></div><div style="line-height: 150%;"><b><span style="font-family: "Arial","sans-serif";">Penggunaan Internet Dalam Pendidikan Matematik</span></b><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Internet merupakan satu sumber pengajaran dan pembelajaran dalam pendidikan matematik. Terdapat pelbagai bahan menarik yang meliputi tajuk-tajuk seperti arithmetik, geometri, statistik, kalkulus, algebra dan lain-lain yang boleh dimanfaatkan oleh guru dan pelajar berhubung dengan pendidikan matematik. </span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Antara bahan yang boleh diaplikasikan oleh warga pendidik dan pelajar melalui penggunaan internet ialah :</span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Teori Pembelajaran</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Antara teori pembelajaran yang sering dibincangkan oleh warga pendidik pada masa ini ialah konstruktivisme. Beberapa pendekatan pembelajaran yang berkait rapat dengan teori tersebut ialah pembelajaran koperatif, penyelesaian masalah dan konstruktif (inkuiri penemuan). Kajian oleh <i>Christle (1996)</i> terhadap penggunaan mel elektronik (email) dan penerokaan maklumat di kalangan para pelajar sekolah mendapati bahawa selain daripada semangat belajar secara kumpulan (cooperative learning), para pelajar semakin mesra dengan alat teknologi ini dan sentiasa berusaha untuk meneroka alam yang baru ditemui ini. <i>Nolan dan Martin (1994)</i> menyatakan bahawa pembelajaran dan suasana baru seperti menggunakan internet di sekolah telah membawa banyak perubahan kepada pelajar. Pelajar didapati lebih mahir membuat kajian dan lebih berfikiran secara kritikal. Antara laman-laman web yang boleh dilayari untuk mendapatkan bahan-bahan tentang teori pembelajaran konstruktivisme ialah :</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">i. </span><a href="http://129.7.160.115/INST5931/Constructivist.html"><span style="font-family: "Arial","sans-serif";">http://129.7.160.115/INST5931/Constructivist.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">ii. </span><a href="http://edie.cprost.sfu.ca/it/constructivist-learning"><span style="font-family: "Arial","sans-serif";">http://edie.cprost.sfu.ca/it/constructivist-learning</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">iii. </span><a href="http://pespmc1.vub.ac.be/construc.html"><span style="font-family: "Arial","sans-serif";">http://pespmc1.vub.ac.be/construc.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Pendekatan Pembelajaran Penyelesaian Masalah</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Pendekatan pembelajaran peyelesaian masalah merupakan alternatif yang paling sesuai dalam meningkatkan kemahiran berfikir pelajar. Melalui penggunaan internet, guru dan pelajardapat melihat pelbagai soalan mengikut aras pemikiran pelajar. Di sini para guru boleh membimbing pelajar untuk memilih soalan-soalan berkaitan untuk diselesaikan di dalam atau di luar kelas. Di antara laman-laman web yang boleh dilayari ialah :</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">i. </span><a href="http://mailer.fsu.edu/%7Essproule/pow.htm"><span style="font-family: "Arial","sans-serif";">http://mailer.fsu.edu/~ssproule/pow.htm</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">ii </span><a href="http://www.col-ed.org/smcnws/studentdirections.html"><span style="font-family: "Arial","sans-serif";">http://www.col-ed.org/smcnws/studentdirections.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">iii. </span><a href="http://virtual.chattanooga.net/math/article1.html"><span style="font-family: "Arial","sans-serif";">http://virtual.chattanooga.net/math/article1.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Jurnal dan Majalah Pendidikan Matematik</span></u></i><i><span style="font-family: "Arial","sans-serif";"> </span></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Koleksi jurnal matematik dari seluruh dunia dalam pelbagai bidang berhubung dengan matematik sesuai digunakan oleh para guru dan pelajar. Setiap jurnal mengandungi artikel yang terkini dan boleh dicetak untuk dijadikan sumber rujukan. Terdapat juga laporan hasil kajian yang telah dilakukan oleh para pengkaji dari seluruh dunia. Antara jurnal dan majalah yang berkaitan pendidikan matematik ialah :</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">i. </span><a href="http://www.nctm.org/tcm/tcm/htm"><span style="font-family: "Arial","sans-serif";">http://www.nctm.org/tcm/tcm/htm</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">ii. </span><a href="http://www.nctm.org/mt/mt.htm"><span style="font-family: "Arial","sans-serif";">http://www.math.psu.edu/MathList/Journals.htm</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">iii. </span><a href="http://www.nctm.org/journals/jrme/jrme-home#JRME"><span style="font-family: "Arial","sans-serif";">http://www.nctm.org/journals/jrme/jrme-home#JRME</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Forum Matematik</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";"> Satu ruangan perbincangan siber tokoh-tokoh pendidikan matematik dari seluruh dunia dimuatkan dalam ruangan ini. Tajuk dan perbincangan tokoh-tokoh tersebut dikumpulkan dan disusun dengan sistematik bagi memudahkan pencarian. Turut dimuatkan ialah isu-isu terkini dalam dunia matematik dan pendidikan matematik. Terdapat kemudahan "bahan pencari" atau <i>search</i>, di mana kita hanya perlu menulis kata kunci atau topik-topik tertentu tentang matematik. Satu senarai yang berkenaan akan muncul dan kita boleh memilih item/tajuk yang sesuai. Laman web yang boleh dilawati melalui internet ialah </span><a href="http://www.forum.swarthmore.edu/"><span style="font-family: "Arial","sans-serif";">http://www.forum.swarthmore.edu</span></a></div><div style="line-height: 150%;"><br />
</div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Soaljawab Matematik</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Dalam ruangan ini, kita berpeluang untuk mengemukakan sebarang kemusykilan dengan matematik dalam pelbagai bidang. Soalan yang ditanya akan dijawab oleh pakar-pakar matematik yang berpengalaman. Melalui email kita juga dapat membaca koleksi soalan dan pertanyaan yang telah dikumpulkan mengikut topik-topik tertentu. Laman web yang berkaitan dengan soaljawab matematik ialah </span><a href="http://forum.swarthmore.edu/dr.math/"><span style="font-family: "Arial","sans-serif";">http://forum.swarthmore.edu/dr.math/</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Rancangan Pengajaran</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Terdapat banyak rancangan pengajaran yang telah disediakan oleh para pendidik dari seluruh pelusuk dunia yang boleh dimanfaatkan oleh guru-guru lain. Rancangan pengajaran ini mengandungi aktiviti-aktiviti pengajaran dan pembelajaran yang meliputi pelbagai topik dan tahap. Kita juga berpeluang untuk mengemukakan rancangan pengajaran yang lengkap untuk dimuatkan dalam laman web (jika terpilih). Laman web yang boleh dilawati ialah :</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">i. </span><a href="http://forum.swarthmore.edu/arithmetic/arith.units.html"><span style="font-family: "Arial","sans-serif";">http://forum.swarthmore.edu/arithmetic/arith.units.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">ii. </span><a href="http://scssi.scetv.org/mims/lp_ssi.htm"><span style="font-family: "Arial","sans-serif";">http://scssi.scetv.org/mims/lp_ssi.htm</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Sejarah Matematik</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Melalui internet, kita boleh mengetahui tokoh-tokoh matematik silam yang lahir atau meninggal pada tarikh-tarikh tertentu. Paling menarik ialah kita dapat mengenali tokoh-tokoh ini dengan melihat gambarnya sekali. Contohnya ahli matematik yang tersohor seperti Martin Gardner, Keith Devlin dan Ian Stewart. Sejarah matematik ini telah disusun mengikut tajuk dan bidang tertentu dalam matematik untuk memudahkan kita mengetahui sesuatu peristiwa dan tokoh mengikut kronologi. Sebagai contoh kita boleh meminta para pelajar mencari dan mengenalpasti tokoh-tokoh yang berkenaan dengan matematik dengan melayari laman tersebut : </span><a href="http://www.groups.dcs.st-and.ac.uk/%7Ehistory/HistoryTopics.htm"><span style="font-family: "Arial","sans-serif";">http://www.groups.dcs.st-and.ac.uk/~history/HistoryTopics.htm</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><u><span style="font-family: "Arial","sans-serif";"> <i>"Online Exercises"</i></span></u><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Online exercises ialah latihan yang dibuat secara online di mana para pelajar akan membuka laman web yang dikirimkan oleh guru dan menyelesaikan semua masalah yang terdapat dalam latihan tersebut. Para pelajar dikehendaki mengemukakan jawapan sahaja atau bersama-sama dengan jalan pengiraan. Cara ini boleh digunakan untuk aktiviti pemulihan, pengukuhan, ujian, kerja projek, soal selidik dan sebagainya. Melalui cara ini juga, pembelajaran dapat dilakukan secara optimum dan berterusan. Proses pembelajaran akan berlaku di dalam dan luar waktu persekolahan melalui bimbingan secara siber. Ini kerana masa dan tempat bukan lagi penghalang kepada proses pembelajaran. Laman web yang boleh dilawati ialah :</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">i. </span><a href="http://www.geocitiec.com/?Athens?Acropolis/2766/latihan.html"><span style="font-family: "Arial","sans-serif";">http://www.geocitiec.com/Athens/Acropolis/2766/latihan.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">ii. </span><a href="http://www.oocities.com/Athens/Acropolis/2766/latihan2.html"><span style="font-family: "Arial","sans-serif";">http://www.oocities.com/Athens/Acropolis/2766/latihan2.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">iii. </span><a href="http://math.uc.edu/onex/demo.html"><span style="font-family: "Arial","sans-serif";">http://math.uc.edu/onex/demo.html</span></a><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Kesenian Matematik</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Matematik adalah suatu seni. Bentuk-bentuk geometri yang diolah dan dipelbagaikan akan menghasilkan satu corak yang menarik dan berharga. Guru dan pelajar akan berpeluang menghasilkan corak-corak tersebut dengan menggunakan daya kreativiti dan imaginasi masing-masing. Ianya boleh digunakan sebagai bahan projek atau dalam pendidikan seni.</span></div><div style="line-height: 150%;"><i><u><span style="font-family: "Arial","sans-serif";">Perisian Matematik</span></u></i><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Terdapat banyak perisian matematik yang boleh digunakan untuk pengajaran sesuatu konsep dan penguasaan kemahiran matematik. Perisian ini boleh digunakan samada secara "online" atau di<i>download</i> ke komputer peribadi. Ianya mudah digunakan dan merangkumi banyak topik dalam matematik.</span></div><div style="line-height: 150%;"><br />
</div><div style="line-height: 150%;"><b><span style="font-family: "Arial","sans-serif";">Kesimpulan </span></b><span style="font-family: "Arial","sans-serif";"></span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">Berdasarkan penggunaan internet yang dinyatakan di atas, jelas menunjukkan bahawa ianya berpotensi untuk menjadikan sesuatu p & p itu lebih menarikdan bermakna. Terpulang kepada guru untuk membawa penggunaan internet ini ke bilik darjah dengan kebijaksanaan dan kemudahan yang sedia ada. Walaupun akses ke internet ini masih belum meluas di peringkat sekolah pada hari ini, tetapi kemudahan untuk menggunakan internet terdapat di mana-mana; rumah, kedai, perpustakaan awam, pusat/kedai komputer dan lain-lain. Penggunaan komputer dan internet diyakini akan dapat membantu mewujudkan suasana pembelajaran bestari yang lebih kepada <i>student centered</i> / berpusatkan murid. ini akan menjayakan matlamat perlaksanaan sekolah bestari untuk melahirkan warga negara yang berketrampilan, kreatif, inovatif serta berakhlak mulia.. </span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">BIBLIOGRAFI</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">1) Al Gahmudi, Y.A. S (1987). <i>The Effectiveness of Using Microcomputers in Learning Algebraic Precedence Conventions</i>. Doctoral Dissertation, Florida State University.</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">2) Cockroft, W.H. (1986). <i>Mathematics Count</i>. London. HMSO</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">3) Funkhouser, C. (1993). <i>The Influence of Problem Solving Software in Students' Attitude about Mathematics</i>. Journal of Research on Computing in Education. 23(3), 339-346.</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">4) Ibrahim Saad, (1990). <i>Perubahan Pendidikan Di Malaysia : Satu Cabaran</i>. DBP, Kuala Lumpur.</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">5) Sue Brown & Bette Bush, (1992). Multimedia Math. The Computer Teacher, 20(3), 57-58</span></div><div style="line-height: 150%;"><span style="font-family: "Arial","sans-serif";">6) Wan Mohd. Zahid Wan Mohd Nordin, (1997). <i>Sekolah Bestari Di Malaysia, Hala Tuju Ke Masa Depan.</i> Kuala Lumpur : Kementerian Pendidikan Malaysia</span></div>Aniza (210524)http://www.blogger.com/profile/17891968273087411043noreply@blogger.com0