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HomeLớp 2Toán lớp 2 - Sách Kết nối tri thứcBài 19: Phép cộng (có nhớ) số có hai chữ số với số có một chữ sốBài tập nâng cao
{"common":{"save":0,"post_id":"4211","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1055","post_id":"4211","mon_id":"11445","chapter_id":"11468","question":"<p>M\u1ed9t c\u1eeda h&agrave;ng, ng&agrave;y th\u1ee9 nh\u1ea5t&nbsp;b&aacute;n \u0111\u01b0\u1ee3c 17 quy\u1ec3n s&aacute;ch. Ng&agrave;y th\u1ee9 hai&nbsp;b&aacute;n \u0111\u01b0\u1ee3c 8 quy\u1ec3n. Ng&agrave;y th\u1ee9 3 b&aacute;n \u0111\u01b0\u1ee3c 4 quy\u1ec3n. H\u1ecfi sau c\u1ea3&nbsp;ba&nbsp;ng&agrave;y, c\u1eeda h&agrave;ng \u0111&oacute;&nbsp;b&aacute;n \u0111\u01b0\u1ee3c bao nhi&ecirc;u quy\u1ec3n s&aacute;ch?<\/p><p><img class=\"img_dd\" src=\"\/data\/library\/do-vat\/book.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/do-vat\/book.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/do-vat\/book.png\" \/><\/p>","options":["25","27","29","30"],"correct":"3","level":"3","hint":"<p>Con h&atilde;y th\u1ef1c hi\u1ec7n ph&eacute;p c\u1ed9ng nh&eacute;!<\/p>","answer":"<p>Sau c\u1ea3&nbsp;ba&nbsp;ng&agrave;y, c\u1eeda h&agrave;ng \u0111&oacute;&nbsp;b&aacute;n \u0111\u01b0\u1ee3c s\u1ed1&nbsp;quy\u1ec3n s&aacute;ch l&agrave;:<\/p><p>17 + 8 + 4 = 29 (quy\u1ec3n)<\/p><p>\u0110&aacute;p s\u1ed1 29 quy\u1ec3n<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>29&nbsp;<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"0","date":"2021-07-19 23:46:04","option_type":"number","len":0},{"id":"1056","post_id":"4211","mon_id":"11445","chapter_id":"11468","question":"<p>M\u1ed9t b\u1ebfn xe c&oacute; 28 &ocirc; t&ocirc; \u0111&atilde; r\u1eddi b\u1ebfn, v&agrave; c&ograve;n l\u1ea1i 9 &ocirc; t&ocirc; ch\u01b0a r\u1eddi b\u1ebfn. H\u1ecfi l&uacute;c \u0111\u1ea7u c&oacute; bao nhi&ecirc;u &ocirc; t&ocirc; \u0111\u1ed7&nbsp;trong b\u1ebfn xe?<\/p><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/xe-co\/car-travel.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/xe-co\/car-travel.png\" \/><\/div>","options":["36","37","27","21"],"correct":"2","level":"3","hint":"<p>S\u1ed1 &ocirc; t&ocirc; \u0111\u1ed7 trong b\u1ebfn xe bao g\u1ed3m s\u1ed1 &ocirc; t&ocirc; \u0111&atilde; r\u1eddi b\u1ebfn v&agrave; s\u1ed1 &ocirc; ch\u01b0a r\u1eddi b\u1ebfn. Con h&atilde;y th\u1ef1c hi\u1ec7n ph&eacute;p c\u1ed9ng nh&eacute;!<\/p>","answer":"<p>L&uacute;c \u0111\u1ea7u c&oacute; t\u1ea5t c\u1ea3 s\u1ed1 &ocirc; t&ocirc; \u0111\u1ed7 trong b\u1ebfn xe l&agrave;:<\/p><p>28 + 9 = 37 (&ocirc; t&ocirc;)<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <span style=\"color:#16a085;\"><strong>37<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"0","date":"2021-07-19 23:52:26","option_type":"number","len":0},{"id":"1057","post_id":"4211","mon_id":"11445","chapter_id":"11468","question":"<p>T&igrave;m t\u1ed5ng<\/p><p><span class=\"svgedit\"><svg height=\"210\" width=\"277\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"212\" id=\"canvas_background\" width=\"279\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect 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\" y=\"2\"><\/image> <text fill=\"#0E353B\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"matrix(1.5458442668619796,0,0,1.6596891374819607,-104.64550756493354,-29.683109426771388) \" x=\"84.66667\" xml:space=\"preserve\" y=\"67.83617\">59 + 6 + 3 = ?<\/text> <\/g> <\/svg><\/span><\/p>","options":["68","69","70","86"],"correct":"1","level":"3","hint":"<p>Con h&atilde;y th\u1ef1c hi\u1ec7n ph&eacute;p c\u1ed9ng nh&eacute;!<\/p>","answer":"<p>Th\u1ef1c hi\u1ec7n ph&eacute;p c\u1ed9ng:<\/p><div class=\"lt123matrix\"><div class=\"lt123_math\"><span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_0_0\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_0_1\" row=\"0\">59<\/span> <span class=\"clear_both\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_1_0\" row=\"1\">+<\/span> <span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_1_1\" row=\"1\">6<\/span> <span class=\"clear_both\" row=\"1\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_2_0\" row=\"2\">+<\/span> <span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_2_1\" row=\"2\">3<\/span> <span class=\"clear_both\" row=\"2\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_3_0\" row=\"3\"><\/span> <span class=\"mth_td item_col tp\" col=\"1\" id=\"mth_td_3_1\" row=\"3\">68<\/span> <span class=\"clear_both\" row=\"3\"><\/span><div col=\"1\" id=\"new_row\" row=\"3\">V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <span style=\"color:#16a085;\"><strong>68<\/strong><\/span><\/div><\/div><\/div>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"0","date":"2021-07-19 23:57:36","option_type":"number","len":0}]}
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