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{"common":{"save":0,"post_id":"4799","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8195","post_id":"4799","mon_id":"1158113","chapter_id":"1158117","question":"<p>Li\u1ec7t k&ecirc; c&aacute;c ph\u1ea7n t\u1eed c\u1ee7a&nbsp;t\u1eadp h\u1ee3p K c&aacute;c s\u1ed1 t\u1ef1 nhi&ecirc;n nh\u1ecf h\u01a1n 5.<\/p>","options":["K = { 1; 2; 3; 4}","K = { 0; 1; 2; 3; 4}","K = { 0; 1; 2; 3; 4; 5}"],"correct":"2","level":"1","hint":"<p>Li\u1ec7t k&ecirc; c&aacute;c ph\u1ea7n t\u1eed c\u1ee7a t\u1eadp h\u1ee3p, t\u1ee9c l&agrave; vi\u1ebft c&aacute;c ph\u1ea7n t\u1eed trong d\u1ea5u ngo\u1eb7c { } theo&nbsp;th\u1ee9 t\u1ef1 t&ugrave;y &yacute;, m\u1ed7i ph\u1ea7n t\u1eed ch\u1ec9 \u0111\u01b0\u1ee3c vi\u1ebft&nbsp;m\u1ed9t l\u1ea7n.<\/p><p>Li\u1ec7t k&ecirc; c&aacute;c s\u1ed1 t\u1ef1 nhi&ecirc;n nh\u1ecf h\u01a1n 5.<\/p>","answer":"<p>C&aacute;c s\u1ed1 t\u1ef1 nhi&ecirc;n nh\u1ecf h\u01a1n 5 l&agrave; 0; 1; 2; 3; 4.<\/p><p>T\u1eadp h\u1ee3p K c&aacute;c s\u1ed1 t\u1ef1 nhi&ecirc;n nh\u1ecf h\u01a1n 5 l&agrave;: K = { 0; 1; 2; 3; 4}<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>K = { 0; 1; 2; 3; 4}<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"1","date":"2021-10-03 14:36:05","option_type":"txt","len":2},{"id":"8206","post_id":"4799","mon_id":"1158113","chapter_id":"1158117","question":"<p>Li\u1ec7t k&ecirc; c&aacute;c ph\u1ea7n t\u1eed c\u1ee7a t\u1eadp h\u1ee3p M c&aacute;c ch\u1eef c&aacute;i ti\u1ebfng Vi\u1ec7t trong t\u1eeb &quot;HO&Agrave;NG SA&quot;.<\/p>","options":["M = { H, O, A, N, G, S }","M = { H, O, A, G, S }","M = { H, O, A, N, G, S, A }"],"correct":"1","level":"1","hint":"<p>Li\u1ec7t k&ecirc; c&aacute;c ph\u1ea7n t\u1eed c\u1ee7a t\u1eadp h\u1ee3p, t\u1ee9c l&agrave; vi\u1ebft c&aacute;c ph\u1ea7n t\u1eed trong d\u1ea5u ngo\u1eb7c { } theo&nbsp;th\u1ee9 t\u1ef1 t&ugrave;y &yacute;, m\u1ed7i ph\u1ea7n t\u1eed ch\u1ec9 \u0111\u01b0\u1ee3c vi\u1ebft&nbsp;m\u1ed9t l\u1ea7n.<\/p>","answer":"<p>Li\u1ec7t k&ecirc; c&aacute;c ph\u1ea7n t\u1eed c\u1ee7a t\u1eadp h\u1ee3p M c&aacute;c ch\u1eef c&aacute;i ti\u1ebfng Vi\u1ec7t trong t\u1eeb &quot;HO&Agrave;NG SA&quot;.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <span style=\"color:#16a085;\"><strong>M = { H, O, A, N, G, S }<\/strong><\/span><\/p><p>Ch\u1eef A xu\u1ea5t hi\u1ec7n 2 l\u1ea7n trong t\u1eeb HO<strong>&Agrave;<\/strong>NG S<strong>A<\/strong>, nh\u01b0ng&nbsp;khi li\u1ec7t k&ecirc; ph\u1ea7n t\u1eed c\u1ee7a t\u1eadp h\u1ee3p th&igrave; ch\u1ec9 c\u1ea7n ghi 1 l\u1ea7n.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"3","date":"2021-10-04 00:11:36","option_type":"txt","len":2},{"id":"8208","post_id":"4799","mon_id":"1158113","chapter_id":"1158117","question":"<p>G\u1ecdi <strong>A <\/strong>l&agrave; t\u1eadp h\u1ee3p c&aacute;c m&agrave;u c&oacute; trong b\u1ea3y s\u1eafc c\u1ea7u v\u1ed3ng. M&agrave;u n&agrave;o sau \u0111&acirc;y kh&ocirc;ng thu\u1ed9c t\u1eadp h\u1ee3p A?<\/p><p><span class=\"svgedit\"><svg height=\"150\" width=\"283\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"152\" id=\"canvas_background\" width=\"285\" 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=\"150.672\" id=\"svg_1\" stroke=\"null\" width=\"258\" x=\"11\" 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\" y=\"-2\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["\u0110\u1ecf","V&agrave;ng","T&iacute;m","Tr\u1eafng"],"correct":"4","level":"1","hint":"<p>C&aacute;c m&agrave;u c&oacute; trong b\u1ea3y s\u1eafc c\u1ea7u v\u1ed3ng g\u1ed3m: <strong>\u0110\u1ecf, Cam, V&agrave;ng, L\u1ee5c, Lam, Ch&agrave;m, T&iacute;m<\/strong><\/p>","answer":"<p>G\u1ecdi A l&agrave; t\u1eadp h\u1ee3p c&aacute;c m&agrave;u c&oacute; trong b\u1ea3y s\u1eafc c\u1ea7u v\u1ed3ng.<\/p><p>Do \u0111&oacute; A = { \u0110\u1ecf, Cam, V&agrave;ng, L\u1ee5c, Lam, Ch&agrave;m, T&iacute;m }<\/p><p>Trong c&aacute;c \u0111&aacute;p &aacute;n ta th\u1ea5y m&agrave;u <span style=\"color:#16a085;\"><strong>Tr\u1eafng<\/strong><\/span>&nbsp;kh&ocirc;ng thu\u1ed9c t\u1eadp h\u1ee3p A.<\/p><p>V\u1eady \u0111&aacute;p &aacute;n c\u1ea7n ch\u1ecdn&nbsp;l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>Tr\u1eafng<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"3","date":"2021-10-04 00:17:04","option_type":"txt","len":1}]}
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Tiểu học
  • Lớp 1
    • Toán lớp 1
    • Tiếng Việt lớp 1
  • Lớp 4
    • Toán lớp 4
    • Tiếng Việt lớp 4
    • Soạn Tiếng Việt 4
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    • Tiếng Việt lớp 2
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    • Soạn Tiếng Việt 5
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    • Tiếng Việt lớp 3
    • Soạn Tiếng Việt 3
  • Trung học cơ sở
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    • Hóa Học 8
    • Soạn văn 8
  • Lớp 9
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    • Hóa Học 9
    • Soạn văn 9
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    • Hóa học 10
  • Lớp 11
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