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{"common":{"save":0,"post_id":"4328","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"2034","post_id":"4328","mon_id":"11445","chapter_id":"11557","question":"<div class=\"lt123_imgs\">T&igrave;m s\u1ed1 \u0111&uacute;ng cho qu\u1ea3 t&aacute;o?<\/div><div class=\"lt123_imgs\"><span style=\"color:#2980b9;\"><strong>5 x <img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/qua-tao.png\" \/> =&nbsp;<\/strong><\/span><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/dau.png\" \/><\/div><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/dau.png\" \/><span style=\"color:#2980b9;\"><strong>+ 5 = 35<\/strong><\/span><\/div>","options":["9","6","3","5"],"correct":"2","level":"3","hint":"<p>Con h&atilde;y t&igrave;m s\u1ed1 cho qu\u1ea3 d&acirc;u c\u1ee7a ph&eacute;p t&iacute;nh c\u1ed9ng tr\u01b0\u1edbc. Sau \u0111&oacute;, t&igrave;m s\u1ed1 c\u1ee7a qu\u1ea3 t&aacute;o trong ph&eacute;p nh&acirc;n.<\/p>","answer":"<p>T&igrave;m s\u1ed1 c\u1ee7a&nbsp;qu\u1ea3 d&acirc;u trong&nbsp;ph&eacute;p t&iacute;nh c\u1ed9ng:<\/p><p>? + 5 = 35&nbsp;<\/p><p>T&iacute;nh nh\u1ea9m&nbsp;30 + 5 = 35. N&ecirc;n s\u1ed1 c\u1ee7a qu\u1ea3 d&acirc;u l&agrave; 35.<\/p><p>T\u1eeb \u0111&oacute; c&oacute; 5 x ? = 30<\/p><p>T&iacute;nh nh\u1ea9m&nbsp;5 x 6 = 30. S\u1ed1 c\u1ee7a qu\u1ea3 t&aacute;o l&agrave; 6.<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<font color=\"#27ae60\"><b>6<\/b><\/font>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"3","date":"2021-07-28 17:12:13","option_type":"number","len":0},{"id":"2035","post_id":"4328","mon_id":"11445","chapter_id":"11557","question":"<p>M\u1ed7i r\u1ed5 c&oacute; <strong>5<\/strong> c\u1ee7 v\u1eeba su h&agrave;o v\u1eeba c&agrave; r\u1ed1t. H\u1ecfi 5 r\u1ed5 c&oacute; t\u1ea5t c\u1ea3 bao nhi&ecirc;u c\u1ee7&nbsp;su h&agrave;o v&agrave; c&agrave; r\u1ed1t?<\/p><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/rau\/C\u1ee6 C\u1ea2I - CAROT.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/rau\/C\u1ee6 C\u1ea2I - CAROT.png\" \/><\/div><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/rau\/C\u1ee6 C\u1ea2I - CAROT.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/rau\/C\u1ee6 C\u1ea2I - CAROT.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/rau\/C\u1ee6 C\u1ea2I - CAROT.png\" \/><\/div>","options":["25","28","35","30"],"correct":"1","level":"3","hint":"","answer":"<p>M\u1ed7i r\u1ed5 c&oacute; <strong>5<\/strong> c\u1ee7 v\u1eeba su h&agrave;o v\u1eeba c&agrave; r\u1ed1t.<\/p><p><strong>5<\/strong> r\u1ed5 c&oacute; t\u1ea5t c\u1ea3 s\u1ed1 c\u1ee7 su h&agrave;o v&agrave; c&agrave; r\u1ed1t&nbsp;l&agrave;:<\/p><p>5 x 5 = 25 (c\u1ee7)<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng&nbsp;l&agrave; <span style=\"color:#27ae60;\"><strong>25<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"3","date":"2021-07-28 17:26:52","option_type":"number","len":0},{"id":"2036","post_id":"4328","mon_id":"11445","chapter_id":"11557","question":"<p>T&igrave;m nh\u1eefng ph&eacute;p nh&acirc;n&nbsp;c&oacute; t&iacute;ch nh\u1ecf h\u01a1n s\u1ed1 sau:<\/p><p><span class=\"svgedit\"><svg height=\"136\" width=\"264\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"138\" id=\"canvas_background\" width=\"266\" 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 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\" y=\"2.5\"><\/image> <text fill=\"#884D58\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"matrix(2.322541214325213,0,0,2.322541214325213,-261.4630803640746,-20.15638471851371) \" x=\"190.87111\" xml:space=\"preserve\" y=\"27.24741\">49<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A. <\/strong>5 x 10 ","<strong>B.<\/strong> 5 x 8","<strong>C.<\/strong> 5 x 6","<strong>D.<\/strong> 5 x 7"],"correct":"[\"2\",\"3\",\"4\"]","level":"3","hint":"","answer":"<p>T&iacute;nh<\/p><p><strong>A.<\/strong> 5 x 10 = 50 (50 &gt; 49)<\/p><p><strong>B.<\/strong> 5 x 8 = 40<\/p><p><strong>C.<\/strong> 5 x 6 = 30<\/p><p><strong>D.<\/strong> 5 x 7 = 35<\/p><p>Nh\u1eefng ph&eacute;p nh&acirc;n&nbsp;c&oacute; t&iacute;ch <strong>&lt; 49<\/strong> l&agrave;:<\/p><p><span style=\"color:#27ae60;\"><strong>B.&nbsp;5 x 8<\/strong><\/span><\/p><p><span style=\"color:#27ae60;\"><strong>C.&nbsp;5 x 6<\/strong><\/span><\/p><p><strong><span style=\"color:#27ae60;\">D<span style=\"color:#27ae60;\">.&nbsp;5 x 7<\/span><\/span><\/strong><\/p>","type":"checkbox","extra_type":"classic-checkbox","time":"0","user_id":"126","test":"3","date":"2021-07-28 17:31:52","option_type":"txt","len":0}]}
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