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HomeLớp 9Toán lớp 9 - Sách Kết nối tri thứcBài 28. Đường tròn ngoại tiếp và đường tròn nội tiếp của một tam giácBài tập trung bình
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\" y=\"1.5\"><\/image> <ellipse cx=\"118\" cy=\"126\" fill=\"none\" id=\"svg_2\" rx=\"100.00001\" ry=\"100\" stroke=\"#7f0000\" stroke-width=\"3\"><\/ellipse> <\/g> <\/svg><\/span><\/p><p>&Delta;ABC n\u1ed9i ti\u1ebfp \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m O n&ecirc;n <span class=\"math-tex\">$\\widehat{ABC}$<\/span>&nbsp;l&agrave; g&oacute;c n\u1ed9i ti\u1ebfp ch\u1eafn cung AC c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n (O).<\/p><p>M&agrave;&nbsp;<span class=\"math-tex\">$\\widehat{AOC}$<\/span> l&agrave; g&oacute;c \u1edf t&acirc;m ch\u1eafn cung AC n&ecirc;n&nbsp;<span class=\"math-tex\">$\\widehat{ABC}=\\dfrac{1}{2}\\widehat{AOC}=\\dfrac{1}{2}.130^o=65^o$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-23 15:01:21","option_type":"txt","len":1},{"id":"10586","post_id":"7979","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho &Delta;ABC nh\u1ecdn n\u1ed9i ti\u1ebfp \u0111\u01b0\u1eddng tr&ograve;n (O) \u0111\u01b0\u1eddng&nbsp;k&iacute;nh BD. Bi\u1ebft <span class=\"math-tex\">$\\widehat{BAC}=45^o$<\/span>. S\u1ed1 \u0111o c\u1ee7a&nbsp;<span class=\"math-tex\">$\\widehat{CBD}$<\/span>&nbsp;b\u1eb1ng:<\/p>","options":["<strong>A.<\/strong> 45&deg;.","<strong>B.<\/strong> 40&deg;.","<strong>C.<\/strong> 50&deg;.","<strong>D.<\/strong> 35&deg;."],"correct":"1","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;45&deg;.<\/span><\/p><p>Ta c&oacute;:&nbsp;<span class=\"math-tex\">$\\widehat{BDC}=\\widehat{BAC}=45^o$<\/span>&nbsp;(2 g&oacute;c n\u1ed9i ti\u1ebfp c&ugrave;ng ch\u1eafn cung BC).<\/p><p>L\u1ea1i c&oacute;:&nbsp;<span class=\"math-tex\">$\\widehat{BCD}=90^o$<\/span>&nbsp;(g&oacute;c n\u1ed9i ti\u1ebfp ch\u1eafn n\u1eeda \u0111\u01b0\u1eddng tr&ograve;n).<\/p><p>Suy ra&nbsp;<span class=\"math-tex\">$\\widehat{CBD}=180^o-\\widehat{BDC}-\\widehat{BCD}=45^o$<\/span>&nbsp;(\u0111\u1ecbnh l&iacute; t\u1ed5ng 3 g&oacute;c trong&nbsp;&Delta;BCD).<\/p><p><span class=\"svgedit\"><svg height=\"243\" width=\"241\" 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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":"2025-03-23 15:12:16","option_type":"txt","len":1},{"id":"10588","post_id":"7979","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho &Delta;ABC (AB &lt; AC) n\u1ed9i ti\u1ebfp \u0111\u01b0\u1eddng&nbsp;tr&ograve;n (O), \u0111\u01b0\u1eddng trung tuy\u1ebfn AM. L\u1ea5y \u0111i\u1ec3m D tr&ecirc;n cung&nbsp;BC kh&ocirc;ng ch\u1ee9a A sao cho <span class=\"math-tex\">$\\widehat{BAD}=\\widehat{CAM}$<\/span>. Khi \u0111&oacute; g&oacute;c ADB b\u1eb1ng:<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\widehat{DAC}$<\/span>.","<strong>B.<\/strong> <span class=\"math-tex\">$\\widehat{CDM}$<\/span>.","<strong>C.<\/strong> <span class=\"math-tex\">$\\widehat{MAD}$<\/span>.","<strong>D.<\/strong> <span class=\"math-tex\">$\\widehat{DBC}$<\/span>."],"correct":"2","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$\\widehat{CDM}$<\/span>.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"291\" width=\"272\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"293\" id=\"canvas_background\" width=\"274\" 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=\"291\" id=\"svg_1\" width=\"272\" x=\"1\" 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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p><p>V&igrave;&nbsp;<span class=\"math-tex\">$\\widehat{A_1}=\\widehat{A_2}$<\/span>&nbsp;n&ecirc;n&nbsp;<span class=\"math-tex\">$\\widehat{BAM}=\\widehat{DAC}$<\/span>.<\/p><p>X&eacute;t&nbsp;&Delta;ABM v&agrave;&nbsp;&Delta;ADC c&oacute;:&nbsp;<span class=\"math-tex\">$\\widehat{BAM}=\\widehat{DAC}$<\/span>&nbsp;(cmt);&nbsp;<span class=\"math-tex\">$\\widehat{ABM}=\\widehat{ADC}$<\/span>&nbsp;(2 g&oacute;c n\u1ed9i ti\u1ebfp c&ugrave;ng ch\u1eafn cung AC).<\/p><p>Suy ra&nbsp;&Delta;ABM <span class=\"math-tex\">$\\backsim$<\/span>&nbsp;&Delta;ADC (g.g).<\/p><p>Suy ra&nbsp;<span class=\"math-tex\">$\\dfrac{AB}{AD}=\\dfrac{BM}{CD}=\\dfrac{CM}{CD}$<\/span>&nbsp;(v&igrave; BM = CM).<\/p><p>X&eacute;t&nbsp;&Delta;ABD v&agrave;&nbsp;&Delta;CMD c&oacute;:&nbsp;<span class=\"math-tex\">$\\dfrac{AB}{AD}=\\dfrac{CM}{CD}$<\/span>(cmt),&nbsp;<span class=\"math-tex\">$\\widehat{A_1}=\\widehat{C_1}$<\/span><strong>&nbsp;<\/strong>(2 g&oacute;c n\u1ed9i ti\u1ebfp c&ugrave;ng ch\u1eafn cung BD).<\/p><p>Suy ra&nbsp;&Delta;ABD <span class=\"math-tex\">$\\backsim$<\/span>&nbsp;&Delta;CMD &#40;g.c.g&#41; suy ra&nbsp;<span class=\"math-tex\">$\\widehat{ADB}=\\widehat{CDM}$<\/span>&nbsp;(2 g&oacute;c t\u01b0\u01a1ng \u1ee9ng).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-23 15:26:38","option_type":"math","len":0}]}
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