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\" y=\"2.50001\"><\/image> <\/g> <\/svg><\/span><\/p><p>M\u1ed9t \u0111\u01b0\u1eddng th\u1eb3ng b\u1ea5t k\u1ef3 song song v\u1edbi tr\u1ee5c ho&agrave;nh c\u1eaft hai \u0111\u1ed3 th\u1ecb l\u1ea7n l\u01b0\u1ee3t t\u1ea1i B, C sao cho AB = AC. Kh\u1eb3ng \u0111\u1ecbnh n&agrave;o sau \u0111&acirc;y&nbsp;<strong>\u0111&uacute;ng<\/strong>?<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$a = b$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$b=\\dfrac{1}{a}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$a=\\dfrac{2}{b}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$a=2b$<\/span>"],"correct":"2","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$b=\\dfrac{1}{a}$<\/span><\/span><\/p><p>\u0110\u1eb7t&nbsp;<span class=\"math-tex\">$y_1=a^{x_1};y_2=b^{x_2}$<\/span>.<\/p><p>Theo gi\u1ea3 thi\u1ebft AB = AC suy ra&nbsp;<span class=\"math-tex\">$x_2=-x_1$<\/span>.<\/p><p><span class=\"math-tex\">$y_1=y_2\\Leftrightarrow a^{x_1}=b^{-x_1} \\Leftrightarrow b=\\dfrac{1}{a}$<\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-04-04 01:47:33","option_type":"math","len":0},{"id":"5424","post_id":"7103","mon_id":"1158924","chapter_id":"1159168","question":"<p>H&igrave;nh b&ecirc;n l&agrave; \u0111\u1ed3 th\u1ecb c\u1ee7a ba h&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=\\log_ax, \\space\\space y=\\log_bx, \\space\\space y=\\log_cx$<\/span>&nbsp;<span class=\"math-tex\">$(0 < a,b,c \\ne 1)$<\/span>&nbsp;\u0111\u01b0\u1ee3c v\u1ebd tr&ecirc;n c&ugrave;ng m\u1ed9t h\u1ec7 tr\u1ee5c t\u1ecda \u0111\u1ed9. Kh\u1eb3ng \u0111\u1ecbnh n&agrave;o sau \u0111&acirc;y l&agrave; <strong>\u0111&uacute;ng<\/strong>?<\/p><p><span class=\"svgedit\"><svg height=\"252\" width=\"334\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"254\" id=\"canvas_background\" width=\"336\" 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=\"252\" id=\"svg_1\" stroke=\"null\" width=\"333.99999\" x=\"1\" 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\" y=\"3\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> a &gt; c &gt; b","<strong>B.<\/strong> a &gt; b &gt; c","<strong>C.<\/strong> b &gt; c &gt; a","<strong>D.<\/strong> b &gt; a &gt; c"],"correct":"4","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;b &gt; a &gt; c<\/span><\/p><p>Ta th\u1ea5y h&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=\\log_ax, \\space\\space y=\\log_bx$<\/span>&nbsp;\u0111\u1ed3ng bi\u1ebfn, suy ra a, b &gt; 1.<\/p><p>D\u1ef1ng \u0111\u01b0\u1eddng th\u1eb3ng y = 1 c\u1eaft \u0111\u1ed3 th\u1ecb h&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=\\log_ax, \\space\\space y=\\log_bx$<\/span>&nbsp;l\u1ea7n l\u01b0\u1ee3t t\u1ea1i A(a; 1) v&agrave; B(b; 1) suy ra a &lt; b.<\/p><p>H&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=\\log_cx$<\/span>&nbsp;ngh\u1ecbch bi\u1ebfn, suy ra 0 &lt; c &lt; 1.<\/p><p>V\u1eady b &gt; a &gt; c.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-04-04 01:56:44","option_type":"txt","len":2},{"id":"5426","post_id":"7103","mon_id":"1158924","chapter_id":"1159168","question":"<p>H&igrave;nh b&ecirc;n l&agrave; \u0111\u1ed3 th\u1ecb c\u1ee7a ba h&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=a^x$<\/span>,&nbsp;<span class=\"math-tex\">$y=b^x$<\/span>,&nbsp;<span class=\"math-tex\">$y=c^x$<\/span>&nbsp;<span class=\"math-tex\">$(0< a, b, c \\ne 1)$<\/span>&nbsp;\u0111\u01b0\u1ee3c v\u1ebd tr&ecirc;n c&ugrave;ng m\u1ed9t h\u1ec7 tr\u1ee5c t\u1ecda \u0111\u1ed9. Kh\u1eb3ng \u0111\u1ecbnh n&agrave;o d\u01b0\u1edbi \u0111&acirc;y l&agrave; <strong>\u0111&uacute;ng<\/strong>?<\/p><p><span class=\"svgedit\"><svg height=\"247\" width=\"345\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"249\" id=\"canvas_background\" width=\"347\" 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=\"247\" id=\"svg_1\" stroke=\"null\" width=\"344.99997\" x=\"2\" 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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> a &gt; c &gt; b","<strong>B.<\/strong> a &gt; b &gt; c","<strong>C.<\/strong> b &gt; a &gt; c","<strong>D.<\/strong> c &gt; b &gt; a"],"correct":"3","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;b &gt; a &gt; c<\/span><\/p><p>Ta th\u1ea5y h&agrave;m s\u1ed1&nbsp;&nbsp;<span class=\"math-tex\">$y=a^x$<\/span>,&nbsp;<span class=\"math-tex\">$y=b^x$<\/span>&nbsp;\u0111\u1ed3ng bi\u1ebfn, suy ra a, b &gt; 1.<\/p><p>D\u1ef1ng \u0111\u01b0\u1eddng th\u1eb3ng x = 1 c\u1eaft \u0111\u1ed3 th\u1ecb h&agrave;m s\u1ed1&nbsp;&nbsp;<span class=\"math-tex\">$y=a^x$<\/span>,&nbsp;<span class=\"math-tex\">$y=b^x$<\/span>&nbsp;l\u1ea7n l\u01b0\u1ee3t t\u1ea1i A(1; a) v&agrave; B(1; b), suy ra a &lt; b.<\/p><p>H&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=c^x$<\/span>&nbsp;ngh\u1ecbch bi\u1ebfn, suy ra 0 &lt; c &lt; 1.<\/p><p>V\u1eady b &gt; a &gt; c.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-04-04 02:02:22","option_type":"txt","len":2}]}
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