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mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Cambria Math","serif"; color:#1D1B11; mso-themecolor:background2; mso-themeshade:26; mso-ansi-language:EN-US; mso-fareast-language:EN-US; font-style:italic; mso-bidi-font-style:normal;} </style><![endif]--> <br /><div class="MsoNormal" style="background: white; line-height: 16.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; padding: 0cm;">Dalam dunia matematika khusunya di dalam Bab pengukuran, kita dihadapkan dengan macam-macam satuannya. Namun, pada artikel kali ini saya akan membahas tentang Luas. yang meliputi hektar, are, dsb. Langsung saja:</span></div><div class="MsoNormal" style="background: white; line-height: 16.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;"><br /><img alt="hektar dan are (allmipa.com)" src="data:image/png;base64,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" title="hektar dan are (allmipa.com)" /></div><div class="MsoNormal" style="background: white; line-height: 16.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;"><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><u><b><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; padding: 0cm;">A. Satuan are</span></b></u><b><span lang="EN-US" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt;"> </span></b><span lang="EN-US" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt;"><br />Satu are berapa meter persegi? pertanyaan itu yang sering membuat kesulitan dalam pikiran kita. Perlu diketahui bahwa sebenarnya Satu are sama dengan 100 meter persegi. Untuk luasan bidang berbentuk bujursangkar, satu are adalah luas bujursangkar dengan panjang sisi 10 meter, sehingga luasnya 10 m x 10 m = 100 meter persegi. Satuan are biasa disingkan dengan huruf a, 10 are dapat ditulis 10a. Satuan are biasanya digunakan untuk menyatakan luas tanah atau lahan.<br /><br /><u><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">B. Satuan Hektar</span></b></u><br /></span><br /><div class="separator" style="clear: both; text-align: center;"><span lang="EN-US" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjZai6ud2HZ1ascd81oWIkBisfqnlvDf71r15f3G-ocPCVplIE3iiZPvSl4grERJNMDjs1iDMRHb1aFsz2rXR_jV0g64HXMxSqGIZHmoYy7ApDq1osaBZE7kXFCt71GRg9W6HAXaukXaE/s1600/sawah.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjZai6ud2HZ1ascd81oWIkBisfqnlvDf71r15f3G-ocPCVplIE3iiZPvSl4grERJNMDjs1iDMRHb1aFsz2rXR_jV0g64HXMxSqGIZHmoYy7ApDq1osaBZE7kXFCt71GRg9W6HAXaukXaE/s200/sawah.jpg" width="200" /></a></span></div><span lang="EN-US" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt;">Satu hektar berapa meter persegi? Satu hektar sama dengan 10.000 meter persegi. Untuk luasan bidang berbentuk bujursangkar, satu hektar adalah luas bujursangkar dengan panjang sisi 100 meter, sehingga luasnya 100 m x 100 m = 10.000 meter persegi. Satuan hektar adalah singkatan dari “hekto are”. Satuan hektar biasa disingkat dengan ha, 10 hektar dapat ditulis 10 ha.<br /><br /><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">a.) Satu hektar Berapa are?</span></b><br />Satu hektar sama dengan 100 are.<br /><br /><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">b.) Satuan Luas Berbasis are</span></b><br />Hektar adalah salah satu satuan berbasis are. Berikut beberapa satuan berbasis are lainnya.<br style="mso-special-character: line-break;" /><br style="mso-special-character: line-break;" /></span></div><ul style="margin-top: 0cm;" type="disc"><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l0 level1 lfo1; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">centiare (ca), 1 ca = 1 meter persegi atau 0,01 a</span></li><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l0 level1 lfo1; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">are (a), 1a = 100 meter persegi</span></li><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l0 level1 lfo1; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">decare (daa), 1 daa = 1000 meter persegi atau 10 a</span></li><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l0 level1 lfo1; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">hektar (ha), 1 ha = 10.000 meter persegi atau 100 a</span></li></ul><div class="MsoNormal" style="background: white; line-height: 16.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;"><b><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; padding: 0cm;"><br /><u>C. Contoh Perhitungan Luas dalam Satuan hektar</u></span></b><span lang="EN-US" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt;"><br style="mso-special-character: line-break;" /><br style="mso-special-character: line-break;" /></span></div><ol start="1" style="margin-top: 0cm;" type="1"><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l1 level1 lfo2; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Soal: Sebidang lapangan memiliki luas 2,7 are. Berapa meter persegi luas lapangan tersebut? (Petunjuk: 1 are = 100 meter persegi). </span></li><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l1 level1 lfo2; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Soal: Sebidang sawah berbentuk persegi panjang, panjangnya 300 meter dan lebarnya 100 meter. Berapa are luas sawah tersebut? (Petunjuk: 1 are = 100 meter persegi). </span></li><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l1 level1 lfo2; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Soal: Sebuah taman meiliki luas 2,3 hektar. Berapa meter persegi luas taman tersebut? (Petunjuk: 1 hektar = 10.000 meter persegi). </span></li><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l1 level1 lfo2; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Soal: Sebuah lapangan sepak bola berukuran 105 m x 68 m. Berapa hektar luas lapangan sepakbola tersebut? (Petunjuk: 1 hektar = 10.000 meter persegi). </span></li><li class="MsoNormal" style="background: white; color: black; line-height: 16.8pt; margin-top: 6.0pt; mso-list: l1 level1 lfo2; mso-themecolor: text1; tab-stops: list 36.0pt; text-align: justify; vertical-align: baseline;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Soal: Sebuah kebun berada di lahan seluas 5.75 hektar. Berapa luas lahan perkebunan tersebut dalam are? (Petunjuk: 1 hektar =100 are). </span></li></ol><u><b><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">D. Jawaban Soal diatas: </span></b></u><br /><br />1. <span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Jawab: 2,7 are = 2,7 x 100 meter persegi = 270 meter persegi.</span><br /><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">2. </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Jawab: Luas sawah = 300 m x 100 m = 30.000 meter persegi = 30.000:100 = 300 are.</span><br /><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">3. </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Jawab: 2,3 hektar = 2,35 x 10.000 meter persegi = 23.500 meter persegi.</span></span><br /><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">4. </span></span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Jawab: Luas lapangan sepakbola = 105 m x 68 m = 7.140 meter persegi = 7.140:10.000 = 0,7 hektar.</span><br /><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">5. </span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Jawab: 5,75 hektar = 5,75 x 100 are = 575 are.</span><br /><br /><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Bagaimana teman-teman? ternyata mudah bukan tentang hitungan luas hektar dan are dijadikan meter persegi? Semoga bermanfaat :) </span><br /><div></div></div> Normal 0 false false false IN X-NONE X-NONE ... Read more » 12Mar2016