Ôn tập chương III
Hướng dẫn giải Bài 92 (Trang 104 SGK Toán 9 Hình học, Tập 2)
<p>H&atilde;y t&iacute;nh diện t&iacute;ch miền gạch sọc trong c&aacute;c h&igrave;nh 69,70,71 (đơn vị độ d&agrave;i : cm).</p> <p><img class="wscnph" 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" width="557" height="164" /></p> <p><strong>Giải :</strong></p> <ul> <li>H&igrave;nh a)</li> </ul> <p>Gọi R,r lần lượt l&agrave; b&aacute;n k&iacute;nh đường tr&ograve;n lớn v&agrave; đường tr&ograve;n nhỏ.</p> <p>Đo đạc ta được: <span class="mce-nbsp-wrap" contenteditable="false">&nbsp;&nbsp;&nbsp;</span><span class="mce-nbsp-wrap" contenteditable="false">&nbsp;&nbsp;&nbsp;</span><span class="mce-nbsp-wrap" contenteditable="false">&nbsp;&nbsp;&nbsp;</span><span class="mce-nbsp-wrap" contenteditable="false">&nbsp;&nbsp;&nbsp;</span>R = 1,5cm; r=1cm</p> <p>Diện t&iacute;ch h&igrave;nh tr&ograve;n lớn: S =<math xmlns="http://www.w3.org/1998/Math/MathML"><msup><mi>&#960;R</mi><mn>2</mn></msup><mo>=</mo><mn>3</mn><mo>,</mo><mn>14</mn><mo>&#160;</mo><mo>.</mo><mo>&#160;</mo><mn>1</mn><mo>,</mo><msup><mn>5</mn><mn>2</mn></msup><mo>&#8776;</mo><mn>7</mn><mo>,</mo><mn>07</mn><mo>&#160;</mo><mo>(</mo><msup><mi>cm</mi><mn>2</mn></msup><mo>)</mo></math></p> <p>Diện t&iacute;ch h&igrave;nh tr&ograve;n nhỏ: s =<math xmlns="http://www.w3.org/1998/Math/MathML"><msup><mi>&#960;r</mi><mn>2</mn></msup><mo>=</mo><mn>3</mn><mo>,</mo><mn>14</mn><mo>&#160;</mo><mo>.</mo><mo>&#160;</mo><msup><mn>1</mn><mn>2</mn></msup><mo>=</mo><mn>3</mn><mo>,</mo><mn>14</mn><mo>&#160;</mo><mo>(</mo><msup><mi>cm</mi><mrow><mn>2</mn><mo>)</mo></mrow></msup></math></p> <p>Diện t&iacute;ch h&igrave;nh gạch sọc: Ssọc= S - s = 7,07 -3,14 = 3,93 (cm<sup>2</sup>)</p> <ul> <li>H&igrave;nh b) Đo đạc ta được R = 1,5cm; r= 1cm, n=<math xmlns="http://www.w3.org/1998/Math/MathML"><mn>80</mn><mo>&#176;</mo></math></li> </ul> <p>Diện t&iacute;ch h&igrave;nh quạt lớn : S =<math xmlns="http://www.w3.org/1998/Math/MathML"><mfrac><mrow><mn>3</mn><mo>,</mo><mn>14</mn><mo>.</mo><mn>1</mn><mo>,</mo><msup><mn>5</mn><mn>2</mn></msup><mo>.</mo><mn>80</mn><mo>&#176;</mo></mrow><mrow><mn>360</mn><mo>&#176;</mo></mrow></mfrac><mo>&#8776;</mo><mn>1</mn><mo>,</mo><mn>57</mn><mo>(</mo><mi>c</mi><msup><mi>m</mi><mn>2</mn></msup><mo>)</mo></math></p> <p>Diện t&iacute;ch h&igrave;nh quạt nhỏ : s=&nbsp;<math xmlns="http://www.w3.org/1998/Math/MathML"><mfrac><mrow><mn>3</mn><mo>,</mo><mn>14</mn><mo>.</mo><msup><mn>1</mn><mn>2</mn></msup><mo>.</mo><mn>80</mn><mo>&#176;</mo></mrow><mrow><mn>360</mn><mo>&#176;</mo></mrow></mfrac><mo>&#8776;</mo><mn>0</mn><mo>,</mo><mn>7</mn><mo>&#160;</mo><mo>(</mo><mi>c</mi><msup><mi>m</mi><mn>2</mn></msup><mo>)</mo></math></p> <p>Diện t&iacute;ch phần gạch sọc: S<sub>sọc</sub> = S - s = 1,57 - 0,7 = 0,87 (cm<sup>2</sup>)</p> <ul> <li>H&igrave;nh c) Đo đạc ta được cạnh h&igrave;nh vu&ocirc;ng: 3cm; b&aacute;n k&iacute;nh cung tr&ograve;n: 1,5 cm</li> </ul> <p>Theo h&igrave;nh vẽ, diện t&iacute;ch phần gạch sọc bằng diện t&iacute;ch h&igrave;nh vu&ocirc;ng trừ diện t&iacute;ch h&igrave;nh tr&ograve;n.</p> <p><span class="mce-nbsp-wrap" contenteditable="false">&nbsp;&nbsp;&nbsp;</span><span class="mce-nbsp-wrap" contenteditable="false">&nbsp;&nbsp;&nbsp;</span>n&ecirc;n S<sub>sọc</sub> = 3<sup>2</sup> -<math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">&#960;</mi><mo>&#160;</mo><mo>.</mo><mo>&#160;</mo><mn>1</mn><mo>,</mo><mn>5</mn><mo>&#160;</mo><mo>=</mo><msup><mn>3</mn><mn>2</mn></msup><mo>-</mo><mn>3</mn><mo>,</mo><mn>14</mn><mo>&#160;</mo><mo>.</mo><mo>&#160;</mo><mn>1</mn><mo>,</mo><msup><mn>5</mn><mn>2</mn></msup><mo>=</mo><mn>1</mn><mo>,</mo><mn>94</mn><mo>&#160;</mo><mo>(</mo><msup><mi>cm</mi><mn>2</mn></msup><mo>)</mo><mo>.</mo></math></p>
Hướng dẫn Giải Bài 92 (Trang 104, SGK Toán Hình học 9, Tập 2)
GV: GV colearn
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Hướng dẫn Giải Bài 92 (Trang 104, SGK Toán Hình học 9, Tập 2)
GV: GV colearn