{"common":{"save":0,"post_id":"8603","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"10521","post_id":"8603","mon_id":"1159278","chapter_id":"1159332","question":"<p>C&oacute; hai t&uacute;i I v&agrave; II, m\u1ed7i t&uacute;i ch\u1ee9a 4 t\u1ea5m th\u1ebb \u0111\u01b0\u1ee3c&nbsp;\u0111&aacute;nh s\u1ed1 1; 2; 3; 4. R&uacute;t ng\u1eabu nhi&ecirc;n t\u1eeb m\u1ed7i t&uacute;i ra m\u1ed9t t\u1ea5m&nbsp;th\u1ebb v&agrave; nh&acirc;n hai s\u1ed1 ghi tr&ecirc;n t\u1ea5m th\u1ebb v\u1edbi nhau. T&iacute;nh x&aacute;c&nbsp;su\u1ea5t c\u1ee7a bi\u1ebfn c\u1ed1 B: &ldquo;K\u1ebft qu\u1ea3 l&agrave; 1 ho\u1eb7c m\u1ed9t s\u1ed1 nguy&ecirc;n&nbsp;t\u1ed1&rdquo;.<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{1}{16}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{5}{16}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{3}{16}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{3}{8}$<\/span>"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{5}{16}$<\/span>.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"240\" width=\"356\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"242\" id=\"canvas_background\" width=\"358\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" 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\" y=\"-1.5\"><\/image> <\/g> <\/svg><\/span><\/p><p>Ta c&oacute; n(<span class=\"math-tex\">$\\Omega$<\/span>) = 16.&nbsp;<\/p><p>B = {(1 ; 1), (1 ; 2), (1 ; 3), (2 ; 1), (3 ; 1)} n&ecirc;n n(B) = 5.<\/p><p>V\u1eady P(B)&nbsp;<span class=\"math-tex\">$=\\dfrac{n(B)}{n(\\Omega)}=\\dfrac{5}{16}$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-10 09:31:12","option_type":"math","len":0},{"id":"10523","post_id":"8603","mon_id":"1159278","chapter_id":"1159332","question":"<p>B\u1ea3ng th\u1ed1ng k&ecirc; tu\u1ed5i c&aacute;c th&agrave;nh vi&ecirc;n tham gia&nbsp;c&acirc;u l\u1ea1c b\u1ed9 b\u01a1i l\u1ed9i c\u1ee7a m\u1ed9t nh&agrave; v\u0103n ho&aacute; thi\u1ebfu&nbsp;nhi.&nbsp;L\u1ea5y ng\u1eabu nhi&ecirc;n m\u1ed9t b\u1ea1n trong danh s&aacute;ch \u0111\u1ec3 ki\u1ec3m&nbsp;tra s\u1ee9c kho\u1ebb. C&oacute; bao nhi&ecirc;u k\u1ebft qu\u1ea3 thu\u1eadn l\u1ee3i cho bi\u1ebfn c\u1ed1&nbsp;C : &ldquo;Ch\u1ecdn \u0111\u01b0\u1ee3c m\u1ed9t b\u1ea1n nam 13 tu\u1ed5i ho\u1eb7c 14 tu\u1ed5i&rdquo;?<\/p><p><span class=\"svgedit\"><svg height=\"117\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"119\" 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=\"115\" id=\"svg_1\" width=\"320\" x=\"0\" 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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 7","<strong>B.<\/strong> 15","<strong>C.<\/strong> 21","<strong>D.<\/strong> 22"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong> 22.<\/span><\/p><p>T\u1ed5ng s\u1ed1 b\u1ea1n nam 13 tu\u1ed5i ho\u1eb7c 14 tu\u1ed5i l&agrave;:&nbsp;7 + 15 = 22.<br \/>V\u1eady c&oacute; 22 k\u1ebft qu\u1ea3 thu\u1eadn l\u1ee3i cho bi\u1ebfn c\u1ed1 C.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-10 09:38:46","option_type":"txt","len":0},{"id":"10526","post_id":"8603","mon_id":"1159278","chapter_id":"1159332","question":"<p>Vi\u1ebft ng\u1eabu nhi&ecirc;n m\u1ed9t s\u1ed1 l\u1ebb kh&ocirc;ng v\u01b0\u1ee3t qu&aacute; 100.&nbsp;C&oacute; bao nhi&ecirc;u k\u1ebft qu\u1ea3 thu\u1eadn l\u1ee3i cho bi\u1ebfn c\u1ed1 E :&nbsp;&ldquo;S\u1ed1 t\u1ef1&nbsp;nhi&ecirc;n \u0111\u01b0\u1ee3c vi\u1ebft l&agrave; b\u1ed9i c\u1ee7a 9&rdquo;?<\/p>","options":["<strong>A.<\/strong> 6","<strong>B.<\/strong> 11","<strong>C.<\/strong> 12","<strong>D.<\/strong> 13"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>A<\/strong><\/span><span style=\"color:#16a085;\"><strong>.<\/strong>&nbsp;6.<\/span><\/p><p>E = {9; 27; 45; 63; 81; 99}<br \/>E c&oacute; 6&nbsp;ph\u1ea7n t\u1eed.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-10 09:42:02","option_type":"txt","len":0}]}