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HomeLớp 2Toán lớp 2 - Sách Kết nối tri thứcBài 23: Phép trừ (có nhớ) số có hai chữ số cho số có hai chữ sốBài tập trung bình
{"common":{"save":0,"post_id":"4228","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1453","post_id":"4228","mon_id":"11445","chapter_id":"11468","question":"<p>T&iacute;nh nh\u1ea9m: 90 - 60 =&nbsp;&lt;input class=\"_tit_hoi\" disabled=\"disabled\" type=\"text\"\/&gt;&lt;\/p><div class=\"lt123_imgs\"><img class=\"img_dd\" src=\"\/data\/library\/gia-dinh\/chi-em.png\" \/><\/div>","options":["20","30","40"],"correct":"2","level":"2","hint":"","answer":"<p>Ta c&oacute;: 9 ch\u1ee5c tr\u1eeb 6 ch\u1ee5c b\u1eb1ng 3 ch\u1ee5c<\/p><p>N&ecirc;n 90 - 60 = 30.<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <span style=\"color:#16a085;\"><strong>30<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"0","date":"2021-07-24 12:20:08","option_type":"number","len":0},{"id":"1457","post_id":"4228","mon_id":"11445","chapter_id":"11468","question":"<p>T&igrave;m k\u1ebft qu\u1ea3 c\u1ee7a ph&eacute;p t&iacute;nh: 68 - 19 - 18 =&nbsp;&lt;input class=\"_tit_hoi\" disabled=\"disabled\" type=\"text\"\/&gt;&lt;\/p><div class=\"lt123_imgs\"><img class=\"img_dd\" src=\"\/data\/library\/gia-dinh\/anh-em-2.png\" \/><\/div>","options":["31","34","32"],"correct":"1","level":"2","hint":"<p>Con h&atilde;y th\u1ef1c hi\u1ec7n ph&eacute;p t&iacute;nh t\u1eeb tr&aacute;i sang ph\u1ea3i nh&eacute;!<\/p>","answer":"<p>Ta c&oacute;:&nbsp;68 - 19 - 18 = (68 - 19) - 18 = 49 - 18 = 31<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <span style=\"color:#16a085;\"><strong>31<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"0","date":"2021-07-24 14:50:13","option_type":"number","len":0},{"id":"1458","post_id":"4228","mon_id":"11445","chapter_id":"11468","question":"<p>Cho ph&eacute;p t&iacute;nh:&nbsp;76 - 17 - 39 = 30. Ph&eacute;p to&aacute;n tr&ecirc;n \u0111&uacute;ng hay sai?<\/p><p><span class=\"svgedit\"><svg height=\"150\" width=\"200\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"152\" id=\"canvas_background\" width=\"202\" 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=\"139\" id=\"svg_1\" stroke=\"null\" width=\"280\" x=\"-38\" 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\" y=\"10.5\"><\/image> <\/g> <\/svg><\/span><\/p><div class=\"lt123_imgs\">&nbsp;<\/div>","options":["\u0110&uacute;ng","Sai"],"correct":"2","level":"2","hint":"<p>Con h&atilde;y th\u1ef1c hi\u1ec7n ph&eacute;p to&aacute;n t\u1eeb tr&aacute;i sang ph\u1ea3i nh&eacute;!<\/p>","answer":"<p>Ta c&oacute;:&nbsp;76 - 17 - 39 = (76 - 17) - 39 = 59 - 39 = 20.<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <span style=\"color:#16a085;\"><strong>20<\/strong><\/span>.<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"126","test":"0","date":"2021-07-24 14:54:13","option_type":"txt","len":0}]}
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