{"common":{"save":0,"post_id":"5829","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"7744","post_id":"5829","mon_id":"1158532","chapter_id":"1158661","question":"<p>Gieo m\u1ed9t con x&uacute;c x\u1eafc c&oacute; 6 m\u1eb7t c&acirc;n \u0111\u1ed1i v&agrave; \u0111\u1ed3ng ch\u1ea5t. Bi\u1ebfn c\u1ed1&nbsp;n&agrave;o d\u01b0\u1edbi \u0111&acirc;y c&oacute; x&aacute;c su\u1ea5t b\u1eb1ng 1?<\/p>","options":["<strong>A.<\/strong> Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l\u1edbn h\u01a1n 6.","<strong>B.<\/strong> Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; m\u1ed9t s\u1ed1 nguy&ecirc;n.","<strong>C.<\/strong> Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; m\u1ed9t s\u1ed1 chia h\u1ebft cho 2.","<strong>D.<\/strong> Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; m\u1ed9t s\u1ed1 &acirc;m."],"correct":"2","level":"3","hint":"<p>X&aacute;c su\u1ea5t c\u1ee7a bi\u1ebfn c\u1ed1 ch\u1eafc ch\u1eafn b\u1eb1ng 1.<\/p>","answer":"<p><strong>A.<\/strong>&nbsp;Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l\u1edbn h\u01a1n 6.&nbsp; (<span style=\"color:#e74c3c;\">bi\u1ebfn c\u1ed1 kh&ocirc;ng th\u1ec3 n&ecirc;n c&oacute; x&aacute;c su\u1ea5t b\u1eb1ng 0<\/span>)<\/p><p><strong>B.<\/strong>&nbsp;Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; m\u1ed9t s\u1ed1 nguy&ecirc;n.&nbsp; (<span style=\"color:#16a085;\">bi\u1ebfn c\u1ed1 ch\u1eafc ch\u1eafn n&ecirc;n c&oacute; x&aacute;c su\u1ea5t b\u1eb1ng 1<\/span>)<\/p><p><strong>C.<\/strong>&nbsp;Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; m\u1ed9t s\u1ed1 chia h\u1ebft cho 2.&nbsp; (<span style=\"color:#e74c3c;\">bi\u1ebfn c\u1ed1 ng\u1eabu nhi&ecirc;n n&ecirc;n c&oacute; x&aacute;c su\u1ea5t nh\u1ecf h\u01a1n 1<\/span>)<\/p><p><strong>D.<\/strong>&nbsp;Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; m\u1ed9t s\u1ed1 &acirc;m.&nbsp; (<span style=\"color:#e74c3c;\">bi\u1ebfn c\u1ed1 kh&ocirc;ng th\u1ec3 n&ecirc;n c&oacute; x&aacute;c su\u1ea5t b\u1eb1ng 0<\/span>)<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;Gieo \u0111\u01b0\u1ee3c m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; m\u1ed9t s\u1ed1 nguy&ecirc;n.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-04 08:57:02","option_type":"txt","len":3},{"id":"7749","post_id":"5829","mon_id":"1158532","chapter_id":"1158661","question":"<p>Gieo m\u1ed9t con x&uacute;c x\u1eafc c&oacute; 6 m\u1eb7t c&acirc;n \u0111\u1ed1i v&agrave; \u0111\u1ed3ng ch\u1ea5t. Trong c&aacute;c bi\u1ebfn c\u1ed1 d\u01b0\u1edbi \u0111&acirc;y, c&aacute;c bi\u1ebfn c\u1ed1 n&agrave;o l&agrave; \u0111\u1ed3ng kh\u1ea3 n\u0103ng?<\/p><p>A:&quot;S\u1ed1 ch\u1ea5m xu\u1ea5t hi\u1ec7n l&agrave; m\u1ed9t s\u1ed1 ch\u1eb5n&quot;<\/p><p>B:&quot;S\u1ed1 ch\u1ea5m xu\u1ea5t hi\u1ec7n l&agrave; m\u1ed9t s\u1ed1 l\u1edbn h\u01a1n 0&quot;<\/p><p>C:&quot;S\u1ed1 ch\u1ea5m xu\u1ea5t hi\u1ec7n l&agrave; m\u1ed9t s\u1ed1 nh\u1ecf h\u01a1n 7&quot;<\/p><p>D:&quot;S\u1ed1 ch\u1ea5m xu\u1ea5t hi\u1ec7n l&agrave; m\u1ed9t s\u1ed1 l\u1ebb&quot;<\/p>","options":["<strong>A.<\/strong> Hai bi\u1ebfn c\u1ed1 A v&agrave; B","<strong>B.<\/strong> Hai bi\u1ebfn c\u1ed1 B v&agrave; C","<strong>C.<\/strong> Hai bi\u1ebfn c\u1ed1 B v&agrave; D","<strong>D.<\/strong> Hai bi\u1ebfn c\u1ed1 A v&agrave; D"],"correct":"4","level":"3","hint":"","answer":"<p>V&igrave; c&oacute; 3 m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; ch\u1eb5n (m\u1eb7t 2, 4, 6) v&agrave; 3 m\u1eb7t c&oacute; s\u1ed1 ch\u1ea5m l&agrave; l\u1ebb (m\u1eb7t 1, 3, 5) n&ecirc;n hai bi\u1ebfn c\u1ed1&nbsp;<\/p><p><span style=\"color:#2980b9;\">A:&quot;S\u1ed1 ch\u1ea5m xu\u1ea5t hi\u1ec7n l&agrave; m\u1ed9t s\u1ed1 ch\u1eb5n&quot; <\/span><\/p><p><span style=\"color:#2980b9;\">D:&quot;S\u1ed1 ch\u1ea5m xu\u1ea5t hi\u1ec7n l&agrave; m\u1ed9t s\u1ed1 l\u1ebb&quot;<\/span><\/p><p>c&oacute; kh\u1ea3 n\u0103ng x\u1ea3y ra l&agrave; nh\u01b0 nhau. Ta n&oacute;i&nbsp;hai bi\u1ebfn c\u1ed1 n&agrave;y \u0111\u1ed3ng kh\u1ea3 n\u0103ng.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;Hai bi\u1ebfn c\u1ed1 A v&agrave; D<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-04 09:16:19","option_type":"txt","len":2},{"id":"7750","post_id":"5829","mon_id":"1158532","chapter_id":"1158661","question":"<p>M\u0169i t&ecirc;n \u0111\u01b0\u1ee3c g\u1eafn v&agrave;o t\u1ea5m b&igrave;a c\u1ee9ng nh\u01b0 h&igrave;nh v\u1ebd. Quay m\u0169i t&ecirc;n v&agrave; quan s&aacute;t xem khi n&oacute; d\u1eebng th&igrave; m\u0169i t&ecirc;n&nbsp;ch\u1ec9 v&agrave;o &ocirc; n&agrave;o (n\u1ebfu m\u0169i t&ecirc;n ch\u1ec9 v&agrave;o v\u1ea1ch k\u1ebb gi\u1eefa 2 &ocirc; th&igrave; quay l\u1ea1i).&nbsp;<\/p><p><span class=\"svgedit\"><svg height=\"220\" width=\"230\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"222\" id=\"canvas_background\" width=\"232\" 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_3\"> <image height=\"221\" id=\"svg_1\" width=\"234\" x=\"-2.5\" 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\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y=\"0.00001\"><\/image> <path d=\"m127.14643,130.6982l5,-24.93999l5,24.93999l-2.5,0l0,25.06l-5,0l0,-25.06l-2.5,0z\" fill=\"#0000bf\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"1.5\" transform=\"rotate(137.35191345214844 132.14642333984375,130.75820922851562) \"><\/path> <\/g> <\/g> <\/svg><\/span><\/p><p>T&iacute;nh x&aacute;c su\u1ea5t c\u1ee7a bi\u1ebfn c\u1ed1&nbsp;<span style=\"color:#2980b9;\">Y:&quot;M\u0169i t&ecirc;n ch\u1ec9 v&agrave;o &ocirc; ghi s\u1ed1 ch\u1eb5n&quot;.<\/span><\/p>","options":["0,6","0,4","1","0"],"correct":"2","level":"3","hint":"<p>C&aacute;c s\u1ed1 ch\u1eb5n l&agrave; 2; 4<\/p>","answer":"<p>Tr&ecirc;n t\u1ea5m b&igrave;a c&oacute; t\u1ed5ng c\u1ed9ng&nbsp;10 &ocirc;&nbsp;ghi c&aacute;c s\u1ed1 t\u1eeb 1 \u0111\u1ebfn 4. Trong \u0111&oacute; c&oacute;&nbsp;4 &ocirc; ghi s\u1ed1 ch\u1eb5n&nbsp;(3 &ocirc; ghi s\u1ed1 2 v&agrave; 1 &ocirc; ghi s\u1ed1 4).<\/p><p>Do \u0111&oacute; x&aacute;c su\u1ea5t c\u1ee7a bi\u1ebfn c\u1ed1&nbsp;Y:&quot;M\u0169i t&ecirc;n ch\u1ec9 v&agrave;o &ocirc; ghi s\u1ed1 ch\u1eb5n&quot;&nbsp;l&agrave;:<\/p><p><span class=\"math-tex\">$\\dfrac{4}{10}=0,4$<\/span><\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;&nbsp;<span style=\"color:#16a085;\">0,4<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-04 09:18:49","option_type":"txt","len":0}]}