{"common":{"save":0,"post_id":"7551","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5542","post_id":"7551","mon_id":"1159285","chapter_id":"1159288","question":"<p>Cho h&agrave;m s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span>&nbsp;c&oacute; b\u1ea3ng x&eacute;t d\u1ea5u c\u1ee7a h&agrave;m&nbsp;<span class=\"math-tex\">$f^\\prime(x)$<\/span> nh\u01b0 sau.&nbsp;H&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=f(3-2x)$<\/span>&nbsp;ngh\u1ecbch bi\u1ebfn tr&ecirc;n kho\u1ea3ng n&agrave;o d\u01b0\u1edbi \u0111&acirc;y?<\/p><p><span class=\"svgedit\"><svg height=\"80\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"82\" id=\"canvas_background\" width=\"322\" 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\" 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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$(2;4)$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$(4;+\\infty)$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$(1;2)$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$(-2;1)$<\/span>"],"correct":"4","level":"3","hint":"<p>S\u1eed d\u1ee5ng h&agrave;m s\u1ed1 \u0111\u1ed3ng bi\u1ebfn.<\/p>","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;<span class=\"math-tex\">$(-2;1)$<\/span>.<\/span><\/p><p><span class=\"math-tex\">$y^\\prime=-2f^\\prime(3-2x)$<\/span><\/p><p><span class=\"math-tex\">$y^\\prime=0$<\/span>&nbsp;&hArr;&nbsp;<span class=\"math-tex\">$3-2x=-3$<\/span>&nbsp;ho\u1eb7c&nbsp;<span class=\"math-tex\">$3-2x=-1$<\/span>&nbsp;ho\u1eb7c&nbsp;<span class=\"math-tex\">$3-2x=1$<\/span><\/p><p>&hArr;&nbsp;<span class=\"math-tex\">$x=3$<\/span>&nbsp;ho\u1eb7c&nbsp;<span class=\"math-tex\">$x=2$<\/span>&nbsp;ho\u1eb7c&nbsp;<span class=\"math-tex\">$x=1$<\/span>.<\/p><p>B\u1ea3ng bi\u1ebfn thi&ecirc;n<\/p><p><span class=\"svgedit\"><svg height=\"200\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"202\" id=\"canvas_background\" width=\"322\" 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=\"198\" id=\"svg_1\" stroke=\"null\" width=\"318.00002\" x=\"1.5\" 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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p><p>V\u1eady h&agrave;m s\u1ed1 <span class=\"math-tex\">$y=f(3-2x)$<\/span>&nbsp;ngh\u1ecbch bi\u1ebfn tr&ecirc;n kho\u1ea3ng <span class=\"math-tex\">$(-2;1)$<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-08-25 05:58:27","option_type":"math","len":0},{"id":"5543","post_id":"7551","mon_id":"1159285","chapter_id":"1159288","question":"<p>Cho h&agrave;m s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span>&nbsp;c&oacute; b\u1ea3ng bi\u1ebfn thi&ecirc;n nh\u01b0 h&igrave;nh b&ecirc;n<\/p><p><span class=\"svgedit\"><svg height=\"113\" width=\"400\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"115\" id=\"canvas_background\" width=\"402\" 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=\"113\" id=\"svg_1\" stroke=\"null\" width=\"400\" x=\"-0.5\" 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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p><p>H&agrave;m s\u1ed1 <span class=\"math-tex\">$y=f(1-2x)+1$<\/span>&nbsp;\u0111\u1ed3ng bi\u1ebfn tr&ecirc;n kho\u1ea3ng:<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\bigg(0;\\dfrac{3}{2}\\bigg)$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\bigg(\\dfrac{1}{2};1\\bigg)$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$(1;+\\infty)$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\bigg(-1;\\dfrac{1}{2}\\bigg)$<\/span>"],"correct":"2","level":"3","hint":"<p>S\u1eed d\u1ee5ng t&iacute;nh \u0111\u1ed3ng bi\u1ebfn c\u1ee7a h&agrave;m s\u1ed1.<\/p>","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$\\bigg(\\dfrac{1}{2};1\\bigg)$<\/span><\/span><\/p><p>Ta c&oacute;: <span class=\"math-tex\">$y^\\prime=-2f^\\prime(1-2x)$<\/span><\/p><p>H&agrave;m s\u1ed1 \u0111\u1ed3ng bi\u1ebfn khi&nbsp;<span class=\"math-tex\">$y^\\prime > 0$<\/span>&nbsp;&hArr;&nbsp;<span class=\"math-tex\">$f^\\prime(1-2x) < 0$<\/span>&nbsp;&nbsp;&hArr;&nbsp;<span class=\"math-tex\">$-1 < 1-2x < 0$<\/span>&nbsp;ho\u1eb7c&nbsp;<span class=\"math-tex\">$1-2x > 1$<\/span><\/p><p>&hArr;&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2} < x < 1$<\/span>&nbsp;ho\u1eb7c&nbsp;<span class=\"math-tex\">$x < 0$<\/span>.<\/p><p>V\u1eady h&agrave;m s\u1ed1 \u0111\u1ed3ng bi\u1ebfn tr&ecirc;n c&aacute;c kho\u1ea3ng&nbsp;<span class=\"math-tex\">$\\bigg(\\dfrac{1}{2};1\\bigg)$<\/span>&nbsp;v&agrave; <span class=\"math-tex\">$(-\\infty;0)$<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-08-25 06:08:44","option_type":"math","len":0},{"id":"5544","post_id":"7551","mon_id":"1159285","chapter_id":"1159288","question":"<p>Cho h&agrave;m s\u1ed1 y = f(x)&nbsp;c&oacute; b\u1ea3ng bi\u1ebfn thi&ecirc;n nh\u01b0 sau.&nbsp;\u0110\u1ed3 th\u1ecb h&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=\\dfrac{1}{f^2(x)-1}$<\/span>&nbsp;c&oacute; bao nhi&ecirc;u ti\u1ec7m c\u1eadn \u0111\u1ee9ng?<\/p><p><span class=\"svgedit\"><svg height=\"160\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"162\" id=\"canvas_background\" width=\"322\" 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_3\"> <image height=\"170.00001\" id=\"svg_1\" stroke=\"null\" width=\"316.99999\" x=\"1.5\" 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stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"303\" x2=\"318\" y1=\"113\" y2=\"113\"><\/line> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 3","<strong>B.<\/strong> 6","<strong>C.<\/strong> 2","<strong>D.<\/strong> 1"],"correct":"3","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong> 2.<\/span><\/p><p>X&eacute;t ph\u01b0\u01a1ng tr&igrave;nh&nbsp;<span class=\"math-tex\">$f^2(x)-1=0$<\/span>&nbsp;&hArr;&nbsp;<span class=\"math-tex\">$f^2(x)=1$<\/span>&nbsp;&hArr;&nbsp;<span class=\"math-tex\">$f(x)=1$<\/span>&nbsp;ho\u1eb7c&nbsp;<span class=\"math-tex\">$f(x)=-1$<\/span>.<\/p><p>S\u1ed1 nghi\u1ec7m c\u1ee7a ph\u01b0\u01a1ng tr&igrave;nh <span class=\"math-tex\">$f(x)=1$<\/span>&nbsp;l&agrave; s\u1ed1 giao \u0111i\u1ec3m c\u1ee7a hai \u0111\u1ed3&nbsp;th\u1ecb&nbsp;<span class=\"math-tex\">$y=f(x)$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$y=1$<\/span>. D\u1ef1a v&agrave;o b\u1ea3ng bi\u1ebfn thi&ecirc;n ta th\u1ea5y ph\u01b0\u01a1ng tr&igrave;nh&nbsp;c&oacute; m\u1ed9t nghi\u1ec7m x = a v\u1edbi a &gt; <span class=\"math-tex\">$-\\dfrac{1}{2}$<\/span>.<\/p><p>S\u1ed1 nghi\u1ec7m c\u1ee7a ph\u01b0\u01a1ng tr&igrave;nh <span class=\"math-tex\">$f(x)=-1$<\/span>&nbsp;l&agrave; s\u1ed1 giao \u0111i\u1ec3m c\u1ee7a hai \u0111\u1ed3&nbsp;th\u1ecb&nbsp;&nbsp;<span class=\"math-tex\">$y=f(x)$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$y=-1$<\/span>. D\u1ef1a v&agrave;o b\u1ea3ng bi\u1ebfn thi&ecirc;n ta th\u1ea5y ph\u01b0\u01a1ng tr&igrave;nh&nbsp;c&oacute; m\u1ed9t nghi\u1ec7m x = b&nbsp;v\u1edbi b&nbsp;&lt;&nbsp;<span class=\"math-tex\">$-\\dfrac{1}{2}$<\/span>.<\/p><p>V\u1eady \u0111\u1ed3 th\u1ecb h&agrave;m s\u1ed1&nbsp;<span class=\"math-tex\">$y=\\dfrac{1}{f^2(x)-1}$<\/span>&nbsp;c&oacute; \u0111\u01b0\u1eddng hai \u0111\u01b0\u1eddng ti\u1ec7m c\u1eadn&nbsp;\u0111\u1ee9ng.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-08-25 06:17:57","option_type":"txt","len":0}]}