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HomeLớp 1Tiếng Việt Lớp 1 - Sách Kết nối tri thứcBài 26: Đơn vị đo độ dàiBài tập trung bình
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\" y=\"1.04053\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["C&aacute;i b&agrave;n l&agrave;","B&agrave;n ch\u1ea3i r\u0103ng","C&aacute;i b&uacute;a"],"correct":"3","level":"2","hint":"<p>Con h&atilde;y quan s&aacute;t ba m&oacute;n \u0111\u1ed3 tr&ecirc;n \u0111\u1ec3&nbsp;t&igrave;m m&oacute;n \u0111\u1ed3 d&agrave;i nh\u1ea5t nh&eacute;!<\/p>","answer":"<p>\u0110\u1ed9 d&agrave;i c\u1ee7a c&aacute;i b&uacute;a d&agrave;i h\u01a1n c&aacute;i&nbsp;b&agrave;n l&agrave; v&agrave; b&agrave;n ch\u1ea3i r\u0103ng.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;:<strong>&nbsp;C&aacute;i b&uacute;a<\/strong><\/p>","type":"choose","extra_type":"classic","audio":[1,1,1,1],"time":"0","user_id":"118","test":"0","date":"2020-08-24 06:43:41","option_type":"txt","len":2},{"id":"1392","post_id":"3735","mon_id":"11246","chapter_id":"11330","question":"<p>Chi\u1ebfc gi&agrave;y m&agrave;u&nbsp;n&agrave;o cao&nbsp;c\u1ed5 nh\u1ea5t?<\/p><p><span class=\"svgedit\"><svg height=\"130\" 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y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["\u0110&uacute;ng","Sai"],"correct":"2","level":"2","hint":"<p>Con h&atilde;y quan s&aacute;t \u0111\u1ea7u c\u1ee7a c\u1ee5c t\u1ea9y&nbsp;c&oacute; ch\u1ea1m v&agrave;o v\u1ea1ch 0&nbsp;ghi tr&ecirc;n th\u01b0\u1edbc k\u1ebb kh&ocirc;ng nh&eacute;!<\/p>","answer":"<p>Ph\u1ea7n \u0111\u1ea7u c\u1ee7a c\u1ee5c t\u1ea9y kh&ocirc;ng&nbsp;ch\u1ea1m v&agrave;o v\u1ea1ch 0&nbsp;ghi tr&ecirc;n th\u01b0\u1edbc k\u1ebb.<\/p><p>V\u1eady, c&aacute;ch \u0111\u1eb7t th\u01b0\u1edbc k\u1ebb tr&ecirc;n&nbsp;<strong>sai.<\/strong><\/p>","type":"choose","extra_type":"classic","audio":[1,1,1,1],"time":"0","user_id":"118","test":"0","date":"2020-08-25 04:37:52","option_type":"txt","len":1}]}
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