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HomeLớp 2Toán lớp 2 - Sách Kết nối tri thứcBài 9: Bài toán về thêm, bớt một số đơn vịBài tập cơ bản
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\" y=\"7\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["11 con ","10 con ","12 con ","1 con "],"correct":"1","level":"1","hint":"","answer":"<p>Trong chu\u1ed3ng c&oacute; t\u1ea5t c\u1ea3 s\u1ed1 con th\u1ecf&nbsp;l&agrave;:&nbsp;<\/p><p>6 + 5 = 11 (con)<\/p><p>\u0110&aacute;p s\u1ed1: <span style=\"color:#16a085;\"><strong>11 con<\/strong><\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"125","test":"0","date":"2021-07-14 14:45:51","option_type":"txt","len":0},{"id":"895","post_id":"4179","mon_id":"11445","chapter_id":"11453","question":"<p>Trong r\u1ed5 c&oacute; 6 qu\u1ea3 cam, em \u0103n 2 qu\u1ea3. H\u1ecfi trong r\u1ed5 c&ograve;n l\u1ea1i m\u1ea5y qu\u1ea3 cam?<\/p><div class=\"lt123_imgs\"><div class=\"lt123_imgs\"><img class=\"img_dd small\" src=\"\/data\/library\/hoa-qua\/gio cam.png\" \/><\/div><div class=\"lt123_imgs\">Ph&eacute;p t&iacute;nh \u0111&uacute;ng l&agrave;:<\/div><\/div>","options":["<strong>A\/<\/strong> 6 + 2 = 7 (qu\u1ea3)","<strong>B\/<\/strong> 6 - 2 = 4 (qu\u1ea3)","<strong>C\/<\/strong> 6 - 2 = 3 (qu\u1ea3)","<strong>D\/<\/strong> 6+ 2 = 8 (qu\u1ea3)"],"correct":"2","level":"1","hint":"","answer":"<p>Trong r\u1ed5&nbsp;c&ograve;n l\u1ea1i s\u1ed1 qu\u1ea3 cam l&agrave;:&nbsp;<\/p><p>6&nbsp;- 2 = 4&nbsp;(qu\u1ea3)<\/p><p>\u0110&aacute;p s\u1ed1: 4&nbsp;qu\u1ea3&nbsp;<\/p><p>V\u1eady, ph&eacute;p t&iacute;nh \u0111&uacute;ng l&agrave;:<span style=\"color:#16a085;\"><strong>&nbsp;B\/ 6 - 2 = 4&nbsp;(qu\u1ea3)<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"125","test":"0","date":"2021-07-14 14:53:34","option_type":"txt","len":2},{"id":"896","post_id":"4179","mon_id":"11445","chapter_id":"11453","question":"<p><span style=\"font-size:13.0pt\"> <\/span><b><span style=\"font-size:13.0pt\"><\/span><\/b><\/p><p>&nbsp;L\u1edbp h\u1ecdc m&uacute;a c&oacute; 10 b\u1ea1n. H&ocirc;m nay, c&oacute; th&ecirc;m 6 b\u1ea1n tham gia. H\u1ecfi h&ocirc;m nay, l\u1edbp h\u1ecdc m&uacute;a c&oacute; t\u1ea5t c\u1ea3 bao nhi&ecirc;u b\u1ea1n?<\/p><p>&nbsp;<img class=\"img_dd large\" src=\"\/data\/library\/hoat-dong\/2hanghsinh.png\" \/>&nbsp; <img class=\"img_dd large\" src=\"\/data\/library\/hoat-dong\/hs-mua.png\" \/><\/p><p>Con h&atilde;y l\u1ef1a ch\u1ecdn \u0111&aacute;p &aacute;n \u0111&uacute;ng!<\/p>","options":["10 b\u1ea1n","6 b\u1ea1n","4 b\u1ea1n","16 b\u1ea1n"],"correct":"4","level":"1","hint":"","answer":"<p>L\u1edbp h\u1ecdc m&uacute;a c&oacute; t\u1ea5t c\u1ea3 s\u1ed1 b\u1ea1n l&agrave;:&nbsp;<\/p><p>10&nbsp;+ 6 = 16&nbsp;(b\u1ea1n)<\/p><p>\u0110&aacute;p s\u1ed1:<span style=\"color:#16a085;\"><strong> 16&nbsp;b\u1ea1n<\/strong><\/span><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"125","test":"0","date":"2021-07-14 15:26:03","option_type":"txt","len":0}]}
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