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T&iacute;nh di\u1ec7n t&iacute;ch c\u1ee7a h\u1ecda ti\u1ebft&nbsp; trang tr&iacute; \u0111&oacute; (l&agrave;m tr&ograve;n k\u1ebft qu\u1ea3 \u0111\u1ebfn&nbsp;h&agrave;ng ph\u1ea7n ngh&igrave;n).<\/p><p><span class=\"svgedit\"><svg height=\"160\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"162\" id=\"canvas_background\" width=\"302\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><image height=\"135\" id=\"svg_1\" stroke=\"null\" width=\"300\" x=\"0\" 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\" y=\"1\"><\/image> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" x=\"51.31818\" xml:space=\"preserve\" y=\"152.49999\">a<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"142.31817\" xml:space=\"preserve\" y=\"152.49999\">b<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"229.31817\" xml:space=\"preserve\" y=\"148.49999\">c<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 1,142 dm&sup2;","<strong>B.<\/strong> 1,183 dm&sup2;","<strong>C.<\/strong> 2,238 dm&sup2;","<strong>D.<\/strong> 2,283 dm&sup2;"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;2,283 dm&sup2;<\/span><\/p><p>Trong h&igrave;nh v\u1ebd, ta c&oacute;:&nbsp;<\/p><p>+ Di\u1ec7n t&iacute;ch tam gi&aacute;c OAB l&agrave;&nbsp;<span class=\"math-tex\">$S_1=\\dfrac{1}{2}.OA.OB=\\dfrac{1}{2}.2.2=2$<\/span>&nbsp;(dm&sup2;).<\/p><p>+ Do <span class=\"math-tex\">$\\text s\u0111 \\stackrel\\frown{AB}=90^o$<\/span> n&ecirc;n di\u1ec7n t&iacute;ch h&igrave;nh qu\u1ea1t tr&ograve;n OAB t\u01b0\u01a1ng&nbsp;\u1ee9ng l&agrave;:&nbsp;<span class=\"math-tex\">$S_1=\\dfrac{\\pi.2^2.90}{360}=\\pi$<\/span>&nbsp;(dm&sup2;).<\/p><p>Suy ra di\u1ec7n t&iacute;ch h&igrave;nh vi&ecirc;n ph&acirc;n l&agrave;&nbsp;<span class=\"math-tex\">$S_3=S_2-S_1=\\pi-2$<\/span>&nbsp;(dm&sup2;).<\/p><p>V\u1eady di\u1ec7n t&iacute;ch c\u1ee7a h\u1ecda ti\u1ebft trang tr&iacute; \u0111&oacute; l&agrave;:&nbsp;<span class=\"math-tex\">$S=2.S_3=2.(\\pi-2)\\approx 2,283$<\/span>&nbsp;(dm&sup2;).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-11-08 03:08:06","option_type":"txt","len":2},{"id":"8474","post_id":"8004","mon_id":"1159278","chapter_id":"1159329","question":"<p>Bi\u1ebft OA = 8 cm, chu vi h&igrave;nh v\u1ebd d\u01b0\u1edbi \u0111&acirc;y l&agrave;:<\/p><p><span class=\"svgedit\"><svg height=\"140\" width=\"220\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"142\" id=\"canvas_background\" width=\"222\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><image height=\"140\" id=\"svg_1\" stroke=\"null\" width=\"220\" x=\"0\" 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\" y=\"-0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$8\\pi$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$16\\pi$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$32\\pi$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$64\\pi$<\/span>"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$16\\pi$<\/span><\/span><\/p><p>Do gi\u1ea3 thi\u1ebft suy ra OA = OB =&nbsp;8 cm&nbsp;v&agrave; AB = 2OA = 16 cm.<\/p><p>G\u1ecdi C l&agrave; chu vi h&igrave;nh v\u1ebd. Khi \u0111&oacute;:<\/p><p><span class=\"math-tex\">$C=\\dfrac{n\\pi.\\dfrac{OA}{2}}{180}+\\dfrac{n\\pi.\\dfrac{OB}{2}}{180}+\\dfrac{n\\pi.\\dfrac{AB}{2}}{180}=\\dfrac{4\\pi.180}{180}+\\dfrac{4\\pi.180}{180}+\\dfrac{8\\pi.180}{180}=16\\pi\\space (cm)$<\/span>&nbsp;<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"127","test":"0","date":"2024-11-10 08:25:58","option_type":"math","len":0},{"id":"8475","post_id":"8004","mon_id":"1159278","chapter_id":"1159329","question":"<p>Cho hai \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m <span class=\"math-tex\">$O_1$<\/span>&nbsp;v&agrave; t&acirc;m <span class=\"math-tex\">$O_2$<\/span>&nbsp;ti\u1ebfp x&uacute;c ngo&agrave;i t\u1ea1i&nbsp;A. Ti\u1ebfp tuy\u1ebfn chung kh&ocirc;ng \u0111i qua \u0111i\u1ec3m A c&oacute; ti\u1ebfp \u0111i\u1ec3m v\u1edbi hai&nbsp;\u0111\u01b0\u1eddng tr&ograve;n l\u1ea7n l\u01b0\u1ee3t \u1edf M v&agrave; N. Ti\u1ebfp tuy\u1ebfn chung c\u1ee7a hai \u0111\u01b0\u1eddng&nbsp;tr&ograve;n t\u1ea1i A c\u1eaft MN t\u1ea1i I. X&aacute;c \u0111\u1ecbnh v\u1ecb tr&iacute; t\u01b0\u01a1ng \u0111\u1ed1i c\u1ee7a&nbsp;\u0111\u01b0\u1eddng th\u1eb3ng&nbsp;MN v\u1edbi \u0111\u01b0\u1eddng tr&ograve;n \u0111\u01b0\u1eddng k&iacute;nh <span class=\"math-tex\">$O_1O_2$<\/span>.<\/p>","options":["<strong>A.<\/strong> \u0110\u01b0\u1eddng th\u1eb3ng MN l&agrave; ti\u1ebfp tuy\u1ebfn c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n \u0111\u01b0\u1eddng k&iacute;nh <span class=\"math-tex\">$O_1O_2$<\/span>.","<strong>B.<\/strong> \u0110\u01b0\u1eddng th\u1eb3ng MN c\u1eaft \u0111\u01b0\u1eddng tr&ograve;n \u0111\u01b0\u1eddng k&iacute;nh <span class=\"math-tex\">$O_1O_2$<\/span> t\u1ea1i hai \u0111i\u1ec3m ph&acirc;n bi\u1ec7t.","<strong>C.<\/strong> \u0110\u01b0\u1eddng th\u1eb3ng MN kh&ocirc;ng c&oacute; \u0111i\u1ec3m chung v\u1edbi \u0111\u01b0\u1eddng tr&ograve;n \u0111\u01b0\u1eddng k&iacute;nh <span class=\"math-tex\">$O_1O_2$<\/span>.","<strong>D.<\/strong> \u0110&aacute;p &aacute;n kh&aacute;c"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;\u0110\u01b0\u1eddng th\u1eb3ng MN l&agrave; ti\u1ebfp tuy\u1ebfn c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n \u0111\u01b0\u1eddng k&iacute;nh&nbsp;<span class=\"math-tex\">$O_1O_2$<\/span>.<\/span><\/p><p>Ta c&oacute;: MI, IA l&agrave; ti\u1ebfp tuy\u1ebfn c\u1ee7a (<span class=\"math-tex\">$O_1$<\/span>), IN v&agrave; IA l&agrave; ti\u1ebfp&nbsp;tuy\u1ebfn c\u1ee7a (<span class=\"math-tex\">$O_2$<\/span>) suy ra <span class=\"math-tex\">$IO_1$<\/span> v&agrave; <span class=\"math-tex\">$IO_2$<\/span> l\u1ea7n l\u01b0\u1ee3t l&agrave; ph&acirc;n gi&aacute;c c\u1ee7a hai g&oacute;c k\u1ec1 b&ugrave;&nbsp;<span class=\"math-tex\">$\\widehat{MIA}$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$\\widehat{NIA}$<\/span>&nbsp;(t&iacute;nh ch\u1ea5t 2 ti\u1ebfp tuy\u1ebfn c\u1eaft nhau) n&ecirc;n ta c&oacute;:<\/p><p><span class=\"math-tex\">$\\widehat{O_1IA}+\\widehat{O_2IA}=\\dfrac{1}{2}(\\widehat{MIA}+\\widehat{NIA})=\\dfrac{1}{2}.180^o=90^o$<\/span>&nbsp;hay&nbsp;<span class=\"math-tex\">$O_1I\\bot O_2I$<\/span>&nbsp;t\u1ea1i I.<\/p><p>Suy ra&nbsp;&Delta;<span class=\"math-tex\">$IO_1O_2$<\/span>&nbsp;vu&ocirc;ng t\u1ea1i I.<\/p><p>G\u1ecdi P l&agrave; trung \u0111i\u1ec3m c\u1ee7a c\u1ea1nh huy\u1ec1n&nbsp;<span class=\"math-tex\">$O_1O_2$<\/span>&nbsp;th&igrave; IP =&nbsp;<span class=\"math-tex\">$O_1P$<\/span>&nbsp;=&nbsp;<span class=\"math-tex\">$O_2P$<\/span>&nbsp;n&ecirc;n IP l&agrave; b&aacute;n k&iacute;nh c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n qua ba \u0111i\u1ec3m&nbsp;<span class=\"math-tex\">$O_1,I,O_2$<\/span>.<\/p><p>M\u1eb7t kh&aacute;c t\u1ee9 gi&aacute;c&nbsp;<span class=\"math-tex\">$O_1O_2NM$<\/span>&nbsp;l&agrave; h&igrave;nh thang, IP l&agrave; \u0111\u01b0\u1eddng trung b&igrave;nh c\u1ee7a h&igrave;nh thang n&agrave;y, do \u0111&oacute; IP \/\/&nbsp;<span class=\"math-tex\">$O_1M$<\/span>, m&agrave;&nbsp;<span class=\"math-tex\">$O_1M\\bot MN$<\/span>&nbsp;n&ecirc;n IP&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;MN t\u1ea1i I.<\/p><p>V\u1eady \u0111\u01b0\u1eddng th\u1eb3ng MN l&agrave; ti\u1ebfp tuy\u1ebfn&nbsp;t\u1ea1i \u0111i\u1ec3m I c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n qua ba \u0111i\u1ec3m&nbsp;<span class=\"math-tex\">$O_1,I,O_2$<\/span>.<\/p><p><span class=\"svgedit\"><svg height=\"200\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"202\" id=\"canvas_background\" width=\"302\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_10\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <g id=\"svg_18\"> <g id=\"svg_16\"> <image height=\"191.00001\" id=\"svg_1\" width=\"300\" x=\"1.5\" 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