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{"common":{"save":0,"post_id":"4185","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"984","post_id":"4185","mon_id":"11445","chapter_id":"11453","question":"<p>\u0110i\u1ec1n s\u1ed1 v&agrave;o &ocirc; tr\u1ed1ng \u0111\u1ec3 ho&agrave;n th&agrave;nh c&aacute;c b\u01b0\u1edbc th\u1ef1c hi\u1ec7n ph&eacute;p tr\u1eeb<\/p><p><span class=\"svgedit\"><svg height=\"110\" width=\"250\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"112\" id=\"canvas_background\" width=\"252\" 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><ellipse cx=\"128\" cy=\"56.70739\" fill=\"#A4FFFF\" id=\"svg_1\" rx=\"109.5\" ry=\"49\" stroke=\"#000\" stroke-width=\"0\"><\/ellipse> <text fill=\"#396849\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" transform=\"matrix(2.0753564834594727,0,0,2.0753564834594727,-79.03870153427124,-30.17719131708145) \" x=\"69.1634\" xml:space=\"preserve\" y=\"49.22554\">13 - 4<\/text> <\/g> <\/svg><\/span><\/p><p>B\u01b0\u1edbc 1: T&aacute;ch 13&nbsp;= 10 +&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/p><p>B\u01b0\u1edbc 2: L\u1ea5y 10 -&nbsp;4&nbsp;= 6<\/p><p>B\u01b0\u1edbc 3: L\u1ea5y 6 +&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;= 9<\/p>","options":"","correct":["[\"3\",\"3\"]"],"level":"1","hint":"","answer":"<p>\u0110\u1ec3 t&iacute;nh&nbsp;13 - 4<\/p><p>B\u01b0\u1edbc 1: T&aacute;ch 13 = 10 +<strong> <span style=\"color:#16a085;\">3<\/span><\/strong><\/p><p>B\u01b0\u1edbc 2: 10 - 4 = 6<\/p><p>B\u01b0\u1edbc 3: 6 +<span style=\"color:#16a085;\"> <strong>3<\/strong><\/span> = 9<\/p><p>V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o&nbsp;&ocirc; tr\u1ed1ng l\u1ea7n l\u01b0\u1ee3t l&agrave; <span style=\"color:#16a085;\"><strong>3 ; 3<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"125","test":"0","date":"2021-07-18 12:58:10"},{"id":"985","post_id":"4185","mon_id":"11445","chapter_id":"11453","question":"<p>N\u1ed1i&nbsp;c\u1ed9t tr&aacute;i v\u1edbi k\u1ebft qu\u1ea3 t\u01b0\u01a1ng \u1ee9ng \u1edf c\u1ed9t ph\u1ea3i.<\/p>","options":[["11 - 8","17 - 9","15 - 6 "],["9","3","8"],["3","8","9"]],"correct":[2,0,1],"level":"1","hint":"","answer":"<p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;<\/p><p><strong><span style=\"color:#16a085;\">11 - 8 = 3<\/span><\/strong><\/p><p><span style=\"color:#16a085;\"><strong>17 - 9 = 8<\/strong><\/span><\/p><p><span style=\"color:#16a085;\"><strong>15 - 6 = 9&nbsp;<\/strong><\/span><\/p>","type":"matching","extra_type":"mat_txt","time":"0","user_id":"125","test":"0","date":"2021-07-18 13:08:21"},{"id":"986","post_id":"4185","mon_id":"11445","chapter_id":"11453","question":"<p>Ph&eacute;p t&iacute;nh n&agrave;o c&oacute;&nbsp;k\u1ebft qu\u1ea3 l\u1edbn nh\u1ea5t?<\/p><p><span class=\"svgedit\"><svg height=\"143\" width=\"232\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"145\" id=\"canvas_background\" width=\"234\" 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=\"170\" id=\"svg_1\" stroke=\"null\" width=\"170\" x=\"35\" 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\" y=\"-13\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A\/ 11 - 2","B\/ 17 - 9","C\/ 13 - 9","D\/ 12 - 7"],"correct":"1","level":"1","hint":"","answer":"<p>T&iacute;nh<\/p><p><strong>A\/ 11 - 2 = 9&nbsp;<\/strong><\/p><p>B\/ 17 - 9 = 8<\/p><p>C\/ 13 - 9 = 5<\/p><p>D\/ 12 - 7 = 5<\/p><p>So s&aacute;nh 9 &gt; 8 &gt; 5<\/p><p>V\u1eady ph&eacute;p t&iacute;nh c&oacute; k\u1ebft qu\u1ea3 l\u1edbn nh\u1ea5t l&agrave;<strong>&nbsp;<span style=\"color:#16a085;\">A\/&nbsp;11 - 2<\/span><\/strong><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"125","test":"0","date":"2021-07-18 13:13:58","option_type":"txt","len":0}]}
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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
  • Lớp 2
    • Toán lớp 2
    • Tiếng Việt lớp 2
  • Lớp 5
    • Toán lớp 5
    • Tiếng Việt lớp 5
    • Soạn Tiếng Việt 5
  • Lớp 3
    • Toán lớp 3
    • Tiếng Việt lớp 3
    • Soạn Tiếng Việt 3
  • Trung học cơ sở
  • Lớp 6
    • Toán lớp 6
    • Vật Lý 6
    • Soạn văn 6
  • Lớp 7
    • Toán lớp 7
    • Vật Lý 7
    • Soạn văn 7
  • Lớp 8
    • Toán lớp 8
    • Vật Lý 8
    • Hóa Học 8
    • Soạn văn 8
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