{"common":{"save":0,"post_id":"8790","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"11640","post_id":"8790","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho ng\u0169 gi&aacute;c \u0111\u1ec1u ABCDE. S\u1ed1 \u0111o g&oacute;c ABC b\u1eb1ng:<\/p>","options":["<strong>A.<\/strong> 108&deg;","<strong>B.<\/strong> 98&deg;","<strong>C.<\/strong> 105&deg;","<strong>D.<\/strong> 95&deg;"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong> 108&deg;.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"225\" width=\"220\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"227\" 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><g id=\"svg_8\"> <image height=\"195\" id=\"svg_1\" width=\"199\" x=\"6.5\" 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y=\"14.5\"><\/image> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"16\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"102\" xml:space=\"preserve\" y=\"15\">D<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"16\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"38\" xml:space=\"preserve\" y=\"219\">A<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"16\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"169\" xml:space=\"preserve\" y=\"215\">B<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"16\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"205\" xml:space=\"preserve\" y=\"91\">C<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"16\" id=\"svg_7\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"2\" xml:space=\"preserve\" y=\"91\">E<\/text> <\/g> <\/g> <\/svg><\/span><\/p><p>T\u1ed5ng c&aacute;c g&oacute;c trong c\u1ee7a tam gi&aacute;c ABC b\u1eb1ng 180&deg;.<br \/>T\u01b0\u01a1ng t\u1ef1 v\u1edbi hai tam gi&aacute;c c&ograve;n l\u1ea1i ACD v&agrave; ADE .<br \/>V\u1eady t\u1ed5ng c&aacute;c g&oacute;c trong c\u1ee7a ba tam gi&aacute;c ABC,ACD v&agrave; ADE l&agrave;: 3 . 180&deg; = 540&deg;<br \/>S\u1ed1 \u0111o g&oacute;c ABC b\u1eb1ng: 540&deg; : 5 = 108&deg;.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-05-28 11:08:10","option_type":"txt","len":1},{"id":"11646","post_id":"8790","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho tam gi&aacute;c ABC kh&ocirc;ng c&acirc;n, n\u1ed9i ti\u1ebfp \u0111\u01b0\u1eddng tr&ograve;n (O), BD l&agrave; \u0111\u01b0\u1eddng ph&acirc;n gi&aacute;c c\u1ee7a g&oacute;c&nbsp;<span class=\"math-tex\">$\\widehat{ABC}$<\/span>&nbsp;. \u0110\u01b0\u1eddng th\u1eb3ng BD c\u1eaft \u0111\u01b0\u1eddng tr&ograve;n (O) t\u1ea1i \u0111i\u1ec3m th\u1ee9 hai l&agrave; E. \u0110\u01b0\u1eddng tr&ograve;n (<span class=\"math-tex\">$O_1$<\/span>) \u0111\u01b0\u1eddng k&iacute;nh DE&nbsp;c\u1eaft \u0111\u01b0\u1eddng tr&ograve;n (O) t\u1ea1i \u0111i\u1ec3m th\u1ee9 hai l&agrave; F. Khi \u0111&oacute; \u0111\u01b0\u1eddng th\u1eb3ng \u0111\u1ed1i x\u1ee9ng v\u1edbi \u0111\u01b0\u1eddng th\u1eb3ng BF qua&nbsp;\u0111\u01b0\u1eddng th\u1eb3ng BD c\u1eaft AC t\u1ea1i N th&igrave;:<\/p>","options":["<strong>A.<\/strong> AN = NC","<strong>B.<\/strong> AD = DN","<strong>C.<\/strong> AN = 2NC","<strong>D.<\/strong> 2AN = NC"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong> AN = NC.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"240\" width=\"240\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"242\" id=\"canvas_background\" width=\"242\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_4\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><g id=\"svg_28\"> <g id=\"svg_18\"> <ellipse cx=\"118\" cy=\"120.08334\" fill=\"none\" id=\"svg_2\" rx=\"104\" ry=\"103.83333\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"65\" x2=\"19\" y1=\"29.91667\" y2=\"147.91667\"><\/line> <line fill=\"none\" id=\"svg_6\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"63.33333\" x2=\"218.66667\" y1=\"29.5\" y2=\"150.16666\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_7\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"115.33333\" x2=\"62.66667\" y1=\"16.16667\" y2=\"32.16667\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_8\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"115.33333\" x2=\"121.33333\" y1=\"16.83333\" y2=\"224.16667\"><\/line> <ellipse cx=\"118\" cy=\"120.08334\" fill=\"#ff0000\" id=\"svg_3\" rx=\"2\" ry=\"2\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_9\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"65.33333\" x2=\"90.66667\" y1=\"30.83333\" y2=\"222.16667\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_10\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"64.66667\" x2=\"119.33333\" y1=\"30.83333\" y2=\"150.16667\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_11\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"64.66667\" x2=\"120.66667\" y1=\"30.16667\" y2=\"224.16667\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_12\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"115.33333\" x2=\"90.66667\" y1=\"15.5\" y2=\"220.83333\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_13\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"18\" x2=\"217.33333\" y1=\"148.83333\" y2=\"148.83333\"><\/line> <ellipse cx=\"110\" cy=\"186.83334\" fill=\"none\" id=\"svg_14\" rx=\"38.66666\" ry=\"38.66667\" stroke=\"#ff0000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"110\" cy=\"186.83334\" fill=\"#ff0000\" id=\"svg_15\" rx=\"2\" ry=\"2\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"10\" font-weight=\"bold\" id=\"svg_16\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(100 65,49.16667175292968) \" x=\"63.33333\" xml:space=\"preserve\" y=\"52.83333\">)<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"10\" font-weight=\"bold\" id=\"svg_17\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(64 75.66666412353516,44.50000381469725) \" x=\"74\" xml:space=\"preserve\" y=\"48.16667\">)<\/text> <\/g> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_19\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"0.66667\" xml:space=\"preserve\" y=\"154\">A<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_20\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"58\" xml:space=\"preserve\" y=\"24\">B<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_21\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"109.33333\" xml:space=\"preserve\" y=\"13.33333\">G<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_22\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"222\" xml:space=\"preserve\" y=\"153.33333\">C<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_23\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"126\" xml:space=\"preserve\" y=\"117.33333\">O<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_24\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"82.66667\" xml:space=\"preserve\" y=\"146\">D<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_25\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"121.33333\" xml:space=\"preserve\" y=\"146.66667\">M<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_26\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"121.33333\" xml:space=\"preserve\" y=\"237.33333\">E<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"17\" id=\"svg_27\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"81.33333\" xml:space=\"preserve\" y=\"234\">F<\/text> <\/g> <\/g> <\/svg><\/span><\/p><p>G\u1ecdi M l&agrave; trung \u0111i\u1ec3m c\u1ee7a AC. Do E l&agrave; \u0111i\u1ec3m ch&iacute;nh gi\u1eefa cung AC n&ecirc;n EM&nbsp;&perp; AC.<\/p><p>Do \u0111&oacute; EM \u0111i qua t&acirc;m c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n (O), t\u1ee9c l&agrave; O, M, E th\u1eb3ng h&agrave;ng.<\/p><p>Gi\u1ea3 s\u1eed giao \u0111i\u1ec3m th\u1ee9 hai c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n (O) v&agrave; \u0111\u01b0\u1eddng th\u1eb3ng DF l&agrave; G.<\/p><p>V&igrave;&nbsp;<span class=\"math-tex\">$\\widehat{DFE}=90^0$<\/span>&nbsp;(g&oacute;c n\u1ed9i ti\u1ebfp ch\u1eafn n\u1eeda \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m <span class=\"math-tex\">$O_1$<\/span>, \u0111\u01b0\u1eddng k&iacute;nh DE) n&ecirc;n <span class=\"math-tex\">$\\widehat{GFE}=90^0$<\/span>.<\/p><p>Suy ra GE l&agrave; \u0111\u01b0\u1eddng k&iacute;nh c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n (O) hay G, M, E th\u1eb3ng h&agrave;ng.<\/p><p>Do \u0111&oacute; <span class=\"math-tex\">$\\widehat{GBE}=90^0$<\/span>&nbsp;(g&oacute;c n\u1ed9i ti\u1ebfp ch\u1eafn n\u1eeda \u0111\u01b0\u1eddng tr&ograve;n)&nbsp;m&agrave; <span class=\"math-tex\">$\\widehat{GMD}=90^0$<\/span>&nbsp;(v&igrave; EM <span class=\"math-tex\">$\\bot$<\/span>&nbsp;AC)&nbsp;n&ecirc;n&nbsp;<span class=\"math-tex\">$\\widehat{GBE}+\\widehat{GMD}=90^0+90^0=180^0$<\/span>.<\/p><p>Suy ra t\u1ee9 gi&aacute;c BDMG l&agrave; t\u1ee9 gi&aacute;c n\u1ed9i ti\u1ebfp \u0111\u01b0\u1eddng tr&ograve;n \u0111\u01b0\u1eddng k&iacute;nh GD.<\/p><p>V&igrave; v\u1eady <span class=\"math-tex\">$\\widehat{MBD}=\\widehat{DGM}=\\widehat{FGE}$<\/span> &nbsp;&nbsp;(1) (c&ugrave;ng ch\u1eafn cung DM).<\/p><p>L\u1ea1i c&oacute; t\u1ee9 gi&aacute;c BFEG l&agrave; t\u1ee9 gi&aacute;c n\u1ed9i ti\u1ebfp n&ecirc;n&nbsp;&nbsp;<span class=\"math-tex\">$\\widehat{FBE}=\\widehat{FGE}$<\/span> &nbsp;(2) (c&ugrave;ng ch\u1eafn cung FE).<\/p><p>T\u1eeb (1) v&agrave; (2) ta suy ra <span class=\"math-tex\">$\\widehat{MBD}=\\widehat{FBE}$<\/span>. Do \u0111&oacute; BF v&agrave; BM \u0111\u1ed1i x\u1ee9ng nhau qua BD.<\/p><p>V&igrave; v\u1eady M &equiv;&nbsp;N hay N l&agrave; trung \u0111i\u1ec3m c\u1ee7a AC n&ecirc;n AN = NC.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-05-28 11:40:24","option_type":"txt","len":1},{"id":"11650","post_id":"8790","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho h&igrave;nh l\u1ee5c gi&aacute;c ABCDEF, t&acirc;m O nh\u01b0 h&igrave;nh d\u01b0\u1edbi.<\/p><p><span class=\"svgedit\"><svg height=\"192\" width=\"207\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"194\" id=\"canvas_background\" width=\"209\" 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=\"190\" id=\"svg_1\" width=\"204\" x=\"2\" 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\" y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p><p>Trong c&aacute;c kh\u1eb3ng \u0111\u1ecbnh sau \u0111&acirc;y c&oacute; bao nhi&ecirc;u kh\u1eb3ng&nbsp;\u0111\u1ecbnh \u0111&uacute;ng?<br \/>1. Ph&eacute;p quay ng\u01b0\u1ee3c chi\u1ec1u t&acirc;m O g&oacute;c quay 60&deg; bi\u1ebfn tam gi&aacute;c BCD th&agrave;nh tam gi&aacute;c CDE.<br \/>2. Ph&eacute;p quay ng\u01b0\u1ee3c chi\u1ec1u t&acirc;m O g&oacute;c quay 120&deg; bi\u1ebfn tam gi&aacute;c OEC th&agrave;nh tam gi&aacute;c OEA.<br \/>3. Ph&eacute;p quay thu\u1eadn chi\u1ec1u t&acirc;m O g&oacute;c quay 60&deg; bi\u1ebfn tam gi&aacute;c AFD th&agrave;nh tam gi&aacute;c FEC.<br \/>4. Ph&eacute;p quay thu\u1eadn chi\u1ec1u t&acirc;m O g&oacute;c quay 120&deg; bi\u1ebfn tam gi&aacute;c BCD th&agrave;nh tam gi&aacute;c AFC.<\/p>","options":["<strong>A.<\/strong> 1","<strong>B.<\/strong> 2","<strong>C.<\/strong> 3","<strong>D.<\/strong> 4"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> 2.&nbsp;<\/span><span style=\"color:#16a085;\"><\/span><\/p><p><span class=\"svgedit\"><svg height=\"192\" width=\"207\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"194\" id=\"canvas_background\" width=\"209\" 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=\"190\" id=\"svg_1\" width=\"204\" x=\"2\" 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\" y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p><p>1. Ph&eacute;p quay ng\u01b0\u1ee3c chi\u1ec1u t&acirc;m O g&oacute;c quay 60&deg; bi\u1ebfn tam gi&aacute;c BCD th&agrave;nh tam gi&aacute;c CDE (<span style=\"color:#16a085;\">\u0111&uacute;ng<\/span>).<br \/>2. Ph&eacute;p quay ng\u01b0\u1ee3c chi\u1ec1u t&acirc;m O g&oacute;c quay 120&deg; bi\u1ebfn tam gi&aacute;c OEC th&agrave;nh tam gi&aacute;c OEA (<span style=\"color:#c0392b;\">sai <\/span>th\u1ee9 t\u1ef1, tam gi&aacute;c OEC bi\u1ebfn th&agrave;nh tam gi&aacute;c OAE).<br \/>3. Ph&eacute;p quay thu\u1eadn chi\u1ec1u t&acirc;m O g&oacute;c quay 60&deg; bi\u1ebfn tam gi&aacute;c AFD th&agrave;nh tam gi&aacute;c FEC (<span style=\"color:#16a085;\">\u0111&uacute;ng<\/span>).<br \/>4. Ph&eacute;p quay thu\u1eadn chi\u1ec1u t&acirc;m O g&oacute;c quay 120&deg; bi\u1ebfn tam gi&aacute;c BCD th&agrave;nh tam gi&aacute;c AFC (<span style=\"color:#c0392b;\">sai<\/span>, tam gi&aacute;c BCD bi\u1ebfn th&agrave;nh tam gi&aacute;c FAB).<\/p><p>V\u1eady c&oacute; 2 kh\u1eb3ng \u0111\u1ecbnh \u0111&uacute;ng.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-05-28 12:00:16","option_type":"txt","len":0}]}