Bài 7: Phép nhân, phép chia số thập phân
Hướng dẫn Giải Bài 8 (Trang 56, SGK Toán 6, Tập 2, Bộ Cánh Diều)
<p><strong>Bài 8 (Trang 56 SGK Toán lớp 6 Tập 2 - Bộ Cánh diều):</strong></p>
<p>Một chiếc bàn ăn có mặt bàn hình tròn đường kính 150 cm. Dùng một khăn vải hình tròn để phủ lên mặt bàn thì thấy khăn rủ xuống khỏi mép bàn dài 20 cm . Tính diện tích phần khăn rủ xuống khỏi mép bàn, lấy <math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">π</mi><mo>=</mo><mn>3</mn><mo>,</mo><mn>14</mn></math>.</p>
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" width="720" height="489" /></p>
<p><strong><span style="text-decoration: underline;"><em>Hướng dẫn giải:</em></span></strong></p>
<p>Đường kính của khăn vải bằng đường kính của mặt bàn cộng với độ dài hai phần khăn rủ xuống là: 150+20+20=190 cm.</p>
<p>Bán kính của khăn vải là: 190 : 2=95 cm.</p>
<p>Diện tích của chiếc khăn trải bàn là: <math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">π</mi><mo> </mo><mo>.</mo><mo> </mo><msup><mn>95</mn><mn>2</mn></msup><mo> </mo><mo>=</mo><mo> </mo><mn>3</mn><mo>,</mo><mn>14</mn><mo> </mo><mo>.</mo><mo> </mo><mn>95</mn><mo> </mo><mo>=</mo><mo> </mo><mn>28</mn><mo> </mo><mn>338</mn><mo>,</mo><mn>6</mn><mo> </mo><msup><mi>cm</mi><mn>2</mn></msup></math></p>
<p>Bán kính của mặt bàn là: 150 : 2= 75 cm.</p>
<p>Diện tích mặt bàn là: <math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">π</mi><mo> </mo><mo>.</mo><mo> </mo><msup><mn>75</mn><mn>2</mn></msup><mo> </mo><mo>=</mo><mo> </mo><mn>3</mn><mo>,</mo><mn>14</mn><mo> </mo><mo>.</mo><mo> </mo><mn>5625</mn><mo> </mo><mo>=</mo><mo> </mo><mn>17</mn><mo> </mo><mn>662</mn><mo>,</mo><mn>5</mn><mo> </mo><msup><mi>cm</mi><mn>2</mn></msup></math></p>
<p>Diện tích phần khăn rủ xuống khỏi mặt bàn là: 28 338,5 - 17 662,5 = 10 676 cm<sup>2</sup>.</p>
Hướng dẫn Giải Bài 8 (Trang 56, SGK Toán 6, Tập 2, Bộ Cánh Diều)
GV:
GV colearn
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Hướng dẫn Giải Bài 1 (Trang 55, SGK Toán 6, Tập 2, Bộ Cánh Diều)
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Hướng dẫn Giải Bài 6 (Trang 56, SGK Toán 6, Tập 2, Bộ Cánh Diều)
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Hướng dẫn Giải Bài 7 (Trang 56, SGK Toán 6, Tập 2, Bộ Cánh Diều)
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Hướng dẫn Giải Bài 9 (Trang 56, SGK Toán 6, Tập 2, Bộ Cánh Diều)
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