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\" y=\"-21\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["4 cm","40 cm","4 dm","20 cm"],"correct":"2","level":"3","hint":"","answer":"<p>M\u1ed7i kh&uacute;c g\u1ed7 d&agrave;i l&agrave;:&nbsp;<\/p><p>&nbsp;20 : 5 = 4 (dm)<\/p><p>\u0110\u1ed5i 4 dm = 40 cm<\/p><p>\u0110&aacute;p s\u1ed1:<span style=\"color:#3498db;\"> 40cm<\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"125","test":"1","date":"2021-08-20 16:09:36","option_type":"txt","len":0},{"id":"2813","post_id":"4473","mon_id":"11445","chapter_id":"11593","question":"<p>Trong chi\u1ebfn d\u1ecbch tr\u1ed3ng c&acirc;y xanh, t\u1ed5 1 tr\u1ed3ng \u0111\u01b0\u1ee3c 20 c&acirc;y, t\u1ed5 2 tr\u1ed3ng \u0111\u01b0\u1ee3c 15&nbsp;c&acirc;y, bi\u1ebft m\u1ed7i h&agrave;ng c&oacute; 5 c&acirc;y. H\u1ecfi c\u1ea3 hai t\u1ed5 tr\u1ed3ng \u0111\u01b0\u1ee3c bao nhi&ecirc;u h&agrave;ng c&acirc;y?&nbsp;<\/p><p><img class=\"img_dd medium\" src=\"\/data\/library\/hoat-dong\/trong-cay.png\" \/><\/p>","options":["3 h&agrave;ng c&acirc;y","4 h&agrave;ng c&acirc;y","5 h&agrave;ng c&acirc;y","7 h&agrave;ng c&acirc;y"],"correct":"4","level":"3","hint":"<p>- B\u01b0\u1edbc 1: T&igrave;m s\u1ed1 h&agrave;ng c&acirc;y tr\u1ed3ng \u0111\u01b0\u1ee3c c\u1ee7a m\u1ed7i t\u1ed5<\/p><p>- B\u01b0\u1edbc 2: T&igrave;m t\u1ed5ng s\u1ed1 h&agrave;ng c\u1ee7a 2 t\u1ed5.<\/p>","answer":"<p>T\u1ed5 1 tr\u1ed3ng \u0111\u01b0\u1ee3c s\u1ed1 h&agrave;ng l&agrave;:&nbsp;<\/p><p>&nbsp;20 : 5 = 4 (h&agrave;ng)<\/p><p>T\u1ed5 2 tr\u1ed3ng \u0111\u01b0\u1ee3c s\u1ed1 h&agrave;ng c&acirc;y l&agrave;:&nbsp;<\/p><p>15 : 5 = 3 (h&agrave;ng)<\/p><p>Car 2 t\u1ed5 tr\u1ed3ng \u0111\u01b0\u1ee3c s\u1ed1 h&agrave;ng c&acirc;y l&agrave;:&nbsp;<\/p><p>4 + 3 = 7 (h&agrave;ng)<\/p><p>\u0110&aacute;p s\u1ed1: <span style=\"color:#3498db;\">7 h&agrave;ng c&acirc;y<\/span><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"125","test":"1","date":"2021-08-20 16:20:34","option_type":"txt","len":0},{"id":"2814","post_id":"4473","mon_id":"11445","chapter_id":"11593","question":"<p><img class=\"img_dd\" src=\"\/data\/library\/do-an\/keo2.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/do-an\/keo3.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/do-an\/keo1.png\" \/><\/p><p>C&ocirc; gi&aacute;o c&oacute; 26 c&aacute;i k\u1eb9o. C&ocirc; \u0111&atilde; chia \u0111\u1ec1u cho 5&nbsp;b\u1ea1n th&igrave; c&ograve;n th\u1eeba 1 c&aacute;i. H\u1ecfi c&ocirc; gi&aacute;o \u0111&atilde; chia \u0111\u1ec1u cho m\u1ed7i b\u1ea1n bao nhi&ecirc;u c&aacute;i k\u1eb9o?&nbsp;<\/p>","options":["5 c&aacute;i k\u1eb9o","6 c&aacute;i k\u1eb9o","4 c&aacute;i k\u1eb9o ","7 c&aacute;i k\u1eb9o"],"correct":"1","level":"3","hint":"<p>V&igrave; sau khi chia c&ograve;n th\u1eeba 1 c&aacute;i k\u1eb9o n&ecirc;n s\u1ed1 k\u1eb9o th\u1ef1c ch\u1ea5t \u0111&atilde; chia&nbsp;l&agrave; bao nhi&ecirc;u c&aacute;i?&nbsp;<\/p>","answer":"<p>Sau khi chia \u0111\u1ec1u k\u1eb9o cho c&aacute;c b\u1ea1n th&igrave; c&ograve;n th\u1eeba 1 c&aacute;i n&ecirc;n s\u1ed1 k\u1eb9o \u0111&atilde; chia l&agrave;:&nbsp;<\/p><p>26 - 1 = 25 (c&aacute;i)&nbsp;<\/p><p>M\u1ed7i b\u1ea1n nh\u1eadn \u0111\u01b0\u1ee3c s\u1ed1 c&aacute;i l&agrave;:&nbsp;<\/p><p>25 : 5 = 5 (c&aacute;i)&nbsp;<\/p><p>\u0110&aacute;p s\u1ed1: <span style=\"color:#3498db;\">5 c&aacute;i k\u1eb9o.<\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"125","test":"1","date":"2021-08-20 16:24:45","option_type":"txt","len":0}]}