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{"common":{"save":0,"post_id":"7932","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8341","post_id":"7932","mon_id":"1159278","chapter_id":"1159329","question":"<p>Cho h&igrave;nh ch\u1eef nh\u1eadt ABCD&nbsp;c&oacute; AB = a , BC = b. B\u1ed1n \u0111i\u1ec3m A, B, C, D c&ugrave;ng thu\u1ed9c m\u1ed9t \u0111\u01b0\u1eddng tr&ograve;n c&oacute; b&aacute;n k&iacute;nh b\u1eb1ng<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{1}{3}\\sqrt{a^2+b^2}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\sqrt{a^2+b^2}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$2\\sqrt{a^2+b^2}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{1}{2}\\sqrt{a^2+b^2}$<\/span>"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}\\sqrt{a^2+b^2}$<\/span><\/span><\/p><p>G\u1ecdi O l&agrave; giao \u0111i\u1ec3m c\u1ee7a hai \u0111\u01b0\u1eddng ch&eacute;o AC v&agrave; BD.<\/p><p>Ta c&oacute;:&nbsp;<span class=\"math-tex\">$OA=OB=OC=OD=\\dfrac{AC}{2}=\\dfrac{BD}{2}$<\/span>&nbsp;(t&iacute;nh ch\u1ea5t h&igrave;nh ch\u1eef nh\u1eadt).<\/p><p>Suy ra b\u1ed1n \u0111i\u1ec3m A, B, C, D c&ugrave;ng thu\u1ed9c \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m O, b&aacute;n k&iacute;nh&nbsp;<span class=\"math-tex\">$\\dfrac{AC}{2}$<\/span>.<\/p><p>&Aacute;p d\u1ee5ng \u0111\u1ecbnh l&iacute; Pythagore v&agrave;o tam gi&aacute;c vu&ocirc;ng ABC , ta c&oacute;:<\/p><p><span class=\"math-tex\">$AC=\\sqrt{AB^2+BC^2}=\\sqrt{a^2+b^2}$<\/span><\/p><p>Suy ra b&aacute;n k&iacute;nh&nbsp;<span class=\"math-tex\">$R=\\dfrac{AC}{2}=\\dfrac{1}{2}\\sqrt{a^2+b^2}$<\/span><\/p><p><span class=\"svgedit\"><svg height=\"196\" width=\"200\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"198\" id=\"canvas_background\" width=\"202\" 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=\"196\" 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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-11-04 02:58:33","option_type":"math","len":0},{"id":"8343","post_id":"7932","mon_id":"1159278","chapter_id":"1159329","question":"<p>Cho h&igrave;nh thoi ABCD&nbsp;c&oacute; <span class=\"math-tex\">$\\widehat{A}=60^o$<\/span>. G\u1ecdi E, F, G, H&nbsp;l\u1ea7n&nbsp;l\u01b0\u1ee3t l&agrave; trung \u0111i\u1ec3m c\u1ee7a c&aacute;c c\u1ea1nh AB, BC, CD, DA. Khi \u0111&oacute; 6 \u0111i\u1ec3m n&agrave;o d\u01b0\u1edbi \u0111&acirc;y c&ugrave;ng thu\u1ed9c m\u1ed9t \u0111\u01b0\u1eddng tr&ograve;n?<\/p>","options":["<strong>A.<\/strong> E, F, G, H, B, D","<strong>B.<\/strong> E, F, G, H, A, B","<strong>C.<\/strong> E, F, G, H, A, C","<strong>D.<\/strong> E, F, G, H, C, D"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;E, F, G, H, B, D<\/span><\/p><p>X&eacute;t &Delta;ABC c&oacute; E, F l\u1ea7n l\u01b0\u1ee3t l&agrave; trung \u0111i\u1ec3m hai c\u1ea1nh AB, BC n&ecirc;n&nbsp;EF l&agrave; \u0111\u01b0\u1eddng trung b&igrave;nh c\u1ee7a &Delta;ABC suy ra EF \/\/ AC.<\/p><p>Ch\u1ee9ng minh t\u01b0\u01a1ng t\u1ef1 c&oacute; FG \/\/ BD; EH \/\/ BD; HG \/\/ AC.<\/p><p>Suy ra&nbsp;EF \/\/ HG (c&ugrave;ng song song v\u1edbi AC), FG \/\/ EH (c&ugrave;ng song song v\u1edbi BD).<\/p><p>Ta c&oacute;: EH \/\/ BD, EF \/\/ AC v&agrave; BD&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;AC n&ecirc;n EH&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;EF hay&nbsp;<span class=\"math-tex\">$\\widehat{HEF}=90^o$<\/span>.<\/p><p>X&eacute;t t\u1ee9 gi&aacute;c EFGH c&oacute;:&nbsp;EF \/\/ HG, FG \/\/ EH suy ra EFGH l&agrave; h&igrave;nh b&igrave;nh h&agrave;nh.<\/p><p>M&agrave;&nbsp;<span class=\"math-tex\">$\\widehat{HEF}=90^o$<\/span>&nbsp;n&ecirc;n EFGH l&agrave; h&igrave;nh ch\u1eef nh\u1eadt.<\/p><p>G\u1ecdi O l&agrave; giao \u0111i\u1ec3m c\u1ee7a hai \u0111\u01b0\u1eddng ch&eacute;o AC v&agrave; BD. Suy ra OE = OF = OG = OH (1).<\/p><p>X&eacute;t&nbsp;&Delta;OBE c&oacute; OE = BE v&agrave;&nbsp;<span class=\"math-tex\">$\\widehat{B}=60^o$<\/span>&nbsp;n&ecirc;n&nbsp;&Delta;OBE l&agrave; tam gi&aacute;c \u0111\u1ec1u. Suy ra OE = OB = OD (2).<\/p><p>T\u1eeb (1) v&agrave; (2) suy ra&nbsp;OE = OF = OG = OH = OB = OD hay 6 \u0111i\u1ec3m E, F, G, H, B, D c&ugrave;ng thu\u1ed9c \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m O.<\/p><p><span class=\"svgedit\"><svg height=\"175\" width=\"270\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"177\" id=\"canvas_background\" width=\"272\" 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&gt; <image height=\"171.99999\" id=\"svg_1\" stroke=\"null\" width=\"268.99999\" x=\"1\" 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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-11-04 03:13:45","option_type":"txt","len":2},{"id":"8358","post_id":"7932","mon_id":"1159278","chapter_id":"1159329","question":"<p>Cho &Delta;ABC, ba \u0111\u01b0\u1eddng cao AD, BE, CF c\u1eaft nhau&nbsp;t\u1ea1i H. G\u1ecdi I, J, K, L l\u1ea7n l\u01b0\u1ee3t l&agrave; trung \u0111i\u1ec3m c\u1ee7a AB, AC, HC, HB. S&aacute;u&nbsp;\u0111i\u1ec3m I, J, K, L, E, F c&ugrave;ng thu\u1ed9c m\u1ed9t&nbsp;\u0111\u01b0\u1eddng tr&ograve;n c&oacute; \u0111\u01b0\u1eddng k&iacute;nh l&agrave;:<\/p>","options":["<strong>A.<\/strong> LK","<strong>B.<\/strong> EL","<strong>C.<\/strong> IK","<strong>D.<\/strong> FK"],"correct":"3","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;IK<\/span><\/p><p><span class=\"svgedit\"><svg height=\"252\" width=\"272\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"254\" id=\"canvas_background\" width=\"274\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <image height=\"253\" id=\"svg_1\" width=\"272\" x=\"1\" 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\" y=\"0.5\"><\/image> <rect fill=\"#ffff00\" height=\"22\" id=\"svg_3\" stroke-width=\"1.5\" width=\"20\" x=\"85.99999\" y=\"132.49999\"><\/rect> <line fill=\"none\" id=\"svg_4\" stroke=\"#0000ff\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"1.5\" x1=\"156.99999\" x2=\"7.99999\" y1=\"106.49999\" y2=\"231.49999\"><\/line> <line fill=\"none\" id=\"svg_5\" stroke=\"#0000bf\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"1.5\" x1=\"260.99999\" x2=\"30.99999\" y1=\"232.49999\" y2=\"157.49999\"><\/line> <rect fill=\"none\" fill-opacity=\"null\" height=\"79\" id=\"svg_9\" stroke=\"#ff0000\" stroke-width=\"2\" width=\"130\" x=\"41.99999\" y=\"124.43181\"><\/rect> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"17\" id=\"svg_6\" stroke=\"#000000\" stroke-width=\"0\" text-anchor=\"start\" x=\"63.99999\" xml:space=\"preserve\" y=\"166.49999\">H<\/text> <line fill=\"none\" id=\"svg_7\" stroke=\"#007f00\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"2\" x1=\"43.99999\" x2=\"169.99999\" y1=\"126.43181\" y2=\"203.43181\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_8\" stroke=\"#007f00\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"2\" x1=\"169.99999\" x2=\"42.99999\" y1=\"125.43181\" y2=\"203.43181\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_10\" stroke=\"#0000ff\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"2\" x1=\"77.99999\" x2=\"77.99999\" y1=\"16.43181\" y2=\"232.43181\"><\/line> <ellipse cx=\"107.49999\" cy=\"163.93181\" fill=\"#ff0000\" id=\"svg_11\" rx=\"2\" ry=\"2.5\" stroke=\"#7f0000\" stroke-width=\"2\"><\/ellipse> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"17\" id=\"svg_12\" stroke=\"#7f0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"118.99999\" xml:space=\"preserve\" y=\"169.43181\">G<\/text> <rect fill=\"#fff\" height=\"8\" id=\"svg_13\" stroke=\"#000\" stroke-width=\"1.5\" transform=\"rotate(48 149.99998474121097,107.4318084716797) \" width=\"8\" x=\"145.99999\" y=\"103.43181\"><\/rect> <rect fill=\"#ffffff\" height=\"8\" id=\"svg_14\" stroke=\"#000\" stroke-width=\"1.5\" transform=\"rotate(18 33.9999885559083,163.43180847167966) \" width=\"8\" x=\"29.99999\" y=\"159.43181\"><\/rect> <rect fill=\"#ffffff\" height=\"8\" id=\"svg_15\" stroke=\"#000\" stroke-width=\"1.5\" width=\"8\" x=\"77.99999\" y=\"223.43181\"><\/rect> <\/g> <\/svg><\/span><\/p><p>X&eacute;t &Delta;ABH c&oacute; I, L l\u1ea7n l\u01b0\u1ee3t l&agrave; trung \u0111i\u1ec3m c\u1ea1nh AB, BH&nbsp;n&ecirc;n&nbsp;IL l&agrave; \u0111\u01b0\u1eddng trung b&igrave;nh c\u1ee7a &Delta;ABH&nbsp;suy ra IL \/\/ AH hay IL \/\/ AD.<\/p><p>Ch\u1ee9ng minh t\u01b0\u01a1ng t\u1ef1 c&oacute; JK \/\/ AD; IJ \/\/ BC; LK \/\/ BC. Suy ra IL \/\/ JK \/\/ AD; IJ \/\/ LK \/\/ BC.<\/p><p>Ta c&oacute;: IL \/\/ AD, LK \/\/ BC, AD&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;BC n&ecirc;n IL&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;LK hay&nbsp;<span class=\"math-tex\">$\\widehat{ILK}=90^o$<\/span>.<\/p><p>X&eacute;t t\u01b0 gi&aacute;c IJKL&nbsp;c&oacute; IL \/\/ JK, IJ \/\/ LK n&ecirc;n IJKL&nbsp;l&agrave; h&igrave;nh b&igrave;nh h&agrave;nh. M&agrave;&nbsp;<span class=\"math-tex\">$\\widehat{ILK}=90^o$<\/span>&nbsp;n&ecirc;n IJKL&nbsp;l&agrave; h&igrave;nh ch\u1eef nh\u1eadt.<\/p><p>G\u1ecdi G l&agrave; giao \u0111i\u1ec3m c\u1ee7a hai \u0111\u01b0\u1eddng ch&eacute;o IK v&agrave; JL th&igrave; G l&agrave; trung \u0111i\u1ec3m c\u1ee7a IK v&agrave; JL.<\/p><p>Suy ra <span style=\"color:#16a085;\">GI = GJ = GK = GL =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}IK=\\dfrac{1}{2}JL$<\/span><\/span>&nbsp;(1) .<\/p><p>X&eacute;t&nbsp;&Delta;ELJ&nbsp;vu&ocirc;ng t\u1ea1i E c&oacute; <span style=\"color:#16a085;\">GE = GJ = GL =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}JL$<\/span><\/span>&nbsp;(2).<\/p><p>X&eacute;t&nbsp;&Delta;FIK vu&ocirc;ng t\u1ea1i F c&oacute; <span style=\"color:#16a085;\">GF = GI = GK =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}IK$<\/span><\/span>&nbsp;(3).<\/p><p>T\u1eeb (1), (2), (3) suy ra&nbsp;<span style=\"color:#16a085;\">GI = GJ = GK = GL = GE = GF =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}IK=\\dfrac{1}{2}JL$<\/span>.<\/span><\/p><p>V\u1eady s&aacute;u&nbsp;\u0111i\u1ec3m I, J, K, L, E, F c&ugrave;ng thu\u1ed9c m\u1ed9t&nbsp;\u0111\u01b0\u1eddng tr&ograve;n t&acirc;m G c&oacute; \u0111\u01b0\u1eddng k&iacute;nh l&agrave; IK.<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"127","test":"0","date":"2024-11-05 02:11:32","option_type":"txt","len":0}]}
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