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HomeToán lớp 3 (Sách Kết nối)Toán lớp 3 - Tập 1Bài 9: Bảng nhân 6, bảng chia 6Bài tập nâng cao
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\" y=\"4.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A. <\/strong> 6 x 7 + 13","<strong>B. <\/strong> 6 x 9 - 2","<strong>C. <\/strong> 6 x 4 + 6 x 3","<strong>D.<\/strong> 6 x 5 - 3"],"correct":"1","level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n t&iacute;nh l\u1ea7n l\u01b0\u1ee3t c&aacute;c ph&eacute;p t&iacute;nh tr&ecirc;n:<\/p><p>6 x 7 + 13 = <strong>55<\/strong><\/p><p>6 x 9 - 2 = <strong>52<\/strong><\/p><p>6 x 4 + 6 x 3 = <strong>42&nbsp;<\/strong><\/p><p>6 x 5 - 3 = <strong>27<\/strong><\/p><p>So s&aacute;nh 55 &gt; 52 &gt; 42 &gt; 27<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;:&nbsp;<strong><span style=\"color:#16a085;\">A.&nbsp;<\/span>&nbsp;<\/strong><span style=\"color:#27ae60;\"><strong>6 x 7 + 13<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"129","test":"3","date":"2022-06-30 04:46:33","option_type":"txt","len":2},{"id":"2092","post_id":"6011","mon_id":"1158530","chapter_id":"1158579","question":"<p>Trong c&aacute;c ph&eacute;p t&iacute;nh sau, ph&eacute;p t&iacute;nh n&agrave;o c&oacute; k\u1ebft qu\u1ea3 nh\u1ecf nh\u1ea5t ?<\/p><p><span class=\"svgedit\"><svg height=\"93\" width=\"228\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"95\" id=\"canvas_background\" width=\"230\" 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=\"86.278\" id=\"svg_1\" stroke=\"null\" transform=\"rotate(0.08287764340639114 119.50000000001326,47.63899993896825) \" width=\"241\" x=\"-1\" 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\" y=\"4.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A. <\/strong>6 x 6 - 7","<strong>B. <\/strong>6 x 2 + 6 x 3","<strong>C.<\/strong> 6 x 8 + 4","<strong>D.<\/strong> 42 : 6 + 8"],"correct":"4","level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n l\u1ea7n l\u01b0\u1ee3t c&aacute;c ph&eacute;p t&iacute;nh \u1edf tr&ecirc;n:<\/p><p>6 x 6 - 7 = <strong>29<\/strong><\/p><p>6 x 2 + 6 x 3 = <strong>30<\/strong><\/p><p>6 x 8 + 4 = <strong>52<\/strong><\/p><p>42 : 6 + 8 = <strong>15<\/strong><\/p><p>So s&aacute;nh <strong>15 &lt; 29 &lt; 30 &lt; 52<\/strong><\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;: <span style=\"color:#16a085;\"><strong>D.&nbsp;&nbsp;<\/strong><\/span><span style=\"color:#27ae60;\"><strong>42 : 6 + 8<\/strong><\/span>&nbsp;.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"129","test":"3","date":"2022-06-30 04:49:28","option_type":"txt","len":2},{"id":"2093","post_id":"6011","mon_id":"1158530","chapter_id":"1158579","question":"<p>Trong m\u1ed9t ph&ograve;ng \u0103n c&oacute; 8 c&aacute;i b&agrave;n, m\u1ed7i b&agrave;n x\u1ebfp 6 c&aacute;i gh\u1ebf. H\u1ecfi trong ph&ograve;ng \u0103n c&oacute; t\u1ea5t c\u1ea3 bao nhi&ecirc;u c&aacute;i gh\u1ebf ?<\/p><p><span style=\"color:#2980b9;\">Trong ph&ograve;ng \u0103n c&oacute;&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;c&aacute;i gh\u1ebf.<\/span><\/p>","options":"","correct":["[\"48\"]"],"level":"3","hint":"","answer":"<p>S\u1ed1 th&iacute;ch h\u1ee3p c\u1ea7n \u0111i\u1ec1n v&agrave;o ch\u1ed7 tr\u1ed1ng l&agrave;:&nbsp;<span style=\"color:#27ae60;\"><strong>48<\/strong><\/span><\/p><p>L\u1eddi gi\u1ea3i chi ti\u1ebft:<\/p><p>Trong ph&ograve;ng \u0103n c&oacute; t\u1ea5t c\u1ea3 s\u1ed1 gh\u1ebf l&agrave;:<\/p><p>6 x 8 = 48 (c&aacute;i gh\u1ebf)<\/p><p>\u0110&aacute;p s\u1ed1: 48 c&aacute;i gh\u1ebf.<\/p>","type":"blank","extra_type":"","time":"0","user_id":"129","test":"1","date":"2022-07-05 08:42:27"}]}
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