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HomeLớp 1Toán lớp 1 - Sách Kết nối tri thứcBài 32: Phép trừ số có hai chữ số cho số có hai chữ sốBài tập nâng cao
{"common":{"save":0,"post_id":"4038","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"4033","post_id":"4038","mon_id":"11246","chapter_id":"11381","question":"<p>H&atilde;y ch\u1ecdn s\u1ed1 th&iacute;ch h\u1ee3p \u0111\u1eb7t v&agrave;o ch\u1ed7 tr\u1ed1ng?<\/p>","options":[["30","40","80"],["90","","70","40","50","30","50","30","40"]],"correct":["80"],"level":"3","hint":"<p>Con h&atilde;y t&igrave;m ra quy lu\u1eadt c\u1ee7a c&aacute;c s\u1ed1 theo h&agrave;ng d\u1ecdc, r\u1ed3i ch\u1ecdn s\u1ed1 ph&ugrave; h\u1ee3p nh&eacute;!<\/p>","answer":"<p>C&aacute;c s\u1ed1 tr&ecirc;n \u0111\u01b0\u1ee3c \u0111\u1eb7t theo h&agrave;ng d\u1ecdc, t\u01b0\u01a1ng \u1ee9ng v\u1edbi c&aacute;c ph&eacute;p tr\u1eeb nh\u01b0 sau:<\/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\">90<\/span> <span style=\"color:#16a085;\"><span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_0_2\" row=\"0\">80<\/span><\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_0_3\" row=\"0\">70<\/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 bm\" col=\"1\" id=\"mth_td_1_1\" row=\"1\">40<\/span> <span class=\"mth_td item_col bm\" col=\"2\" id=\"mth_td_1_2\" row=\"1\">50<\/span> <span class=\"mth_td item_col bm\" col=\"3\" id=\"mth_td_1_3\" row=\"1\">30<\/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\">50<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_2_2\" row=\"2\">30<\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_2_3\" row=\"2\">40<\/span> <span class=\"clear_both\" row=\"2\"><\/span><div col=\"3\" id=\"new_row\" row=\"2\">&nbsp;<\/div><\/div><div class=\"clear_both\">V\u1eady s\u1ed1 c\u1ea7n \u0111\u1eb7t v&agrave;o &ocirc; tr\u1ed1ng l&agrave; <span style=\"color:#1abc9c;\"><strong>80<\/strong><\/span><\/div><\/div>","type":"reorder","extra_type":"table_num","audio":[1,"",1,1],"time":"0","user_id":"119","test":"0","date":"2021-03-23 08:32:08","value_num":["","80","","","","","","",""]},{"id":"4034","post_id":"4038","mon_id":"11246","chapter_id":"11381","question":"<p>Ch\u1ecdn ph&eacute;p t&iacute;nh c&oacute;&nbsp;<strong>k\u1ebft qu\u1ea3 l\u1edbn nh\u1ea5t?<\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"120\" width=\"191\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"122\" id=\"canvas_background\" width=\"193\" 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\" 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\" y=\"2.5\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","options":["A. 99 - 35 ","B. 88 - 38","C. 95 - 34","D. 79 - 19"],"correct":"1","level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n c&aacute;c ph&eacute;p t&iacute;nh<\/p><p><strong>A. 99 - 35 = 64<\/strong><\/p><p>B. 88 - 38 = 50<\/p><p>C. 95 - 34 = 61<\/p><p>D. 79 - 19 = 60<\/p><p>So s&aacute;nh: 50 &lt; 60 &lt; 61 &lt; 64<\/p><p>V\u1eady ph&eacute;p t&iacute;nh c&oacute; k\u1ebft qu\u1ea3 l\u1edbn nh\u1ea5t l&agrave; <strong>A<\/strong><\/p>","type":"choose","extra_type":"classic","audio":[1,1,"",1],"time":"0","user_id":"119","test":"0","date":"2021-03-23 08:36:33","option_type":"txt","len":1},{"id":"4035","post_id":"4038","mon_id":"11246","chapter_id":"11381","question":"<p>Ch\u1ecdn ph&eacute;p t&iacute;nh c&oacute; <strong>k\u1ebft qu\u1ea3 nh\u1ecf&nbsp;nh\u1ea5t?<\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"110\" width=\"212\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> 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\" y=\"-32.24835\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","options":["A. 76 - 35","B. 85 - 24","C. 96 - 85","D. 57 - 26"],"correct":"3","level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n c&aacute;c&nbsp;ph&eacute;p t&iacute;nh:<\/p><p>A. 76 - 35 = 41<\/p><p>B. 85 - 24 = 61<\/p><p><strong>C. 96 - 85 = 11<\/strong><\/p><p>D. 57 - 26 = 31<\/p><p>So s&aacute;nh: 11 &lt; 31 &lt; 51 &lt; 61<\/p><p>V\u1eady ph&eacute;p t&iacute;nh c&oacute; k\u1ebft qu\u1ea3 nh\u1ecf nh\u1ea5t l&agrave; <strong>C<\/strong><\/p>","type":"choose","extra_type":"classic","audio":[1,1,"",1],"time":"0","user_id":"119","test":"0","date":"2021-03-23 08:40:24","option_type":"txt","len":0}]}
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Tiểu học
  • Lớp 1
    • Toán lớp 1
    • Tiếng Việt lớp 1
  • Lớp 4
    • Toán lớp 4
    • Tiếng Việt lớp 4
    • Soạn Tiếng Việt 4
  • Lớp 2
    • Toán lớp 2
    • Tiếng Việt lớp 2
  • Lớp 5
    • Toán lớp 5
    • Tiếng Việt lớp 5
    • Soạn Tiếng Việt 5
  • Lớp 3
    • Toán lớp 3
    • Tiếng Việt lớp 3
    • Soạn Tiếng Việt 3
  • Trung học cơ sở
  • Lớp 6
    • Toán lớp 6
    • Vật Lý 6
    • Soạn văn 6
  • Lớp 7
    • Toán lớp 7
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