{"common":{"save":0,"post_id":"6855","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1862","post_id":"6855","mon_id":"1159012","chapter_id":"1159015","question":"<p>\u0110i\u1ec1n các s\u1ed1 thích h\u1ee3p l\u1ea7n l\u01b0\u1ee3t vào ô tr\u1ed1ng.<\/p><p><strong><span style=\"color:#8e44ad;\">798 x 9 = <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> x 798<\/span><\/strong><\/p><p><strong><span style=\"color:#8e44ad;\">7 x <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> = 11 236 x 7<\/span><\/strong><\/p>","options":"","correct":["[\"9\",\"11236\"]"],"level":"1","hint":"<p>Khi \u0111\u1ed5i ch\u1ed7 các th\u1eeba s\u1ed1 trong m\u1ed9t tích thì tích không thay \u0111\u1ed5i.<\/p>","answer":"<p>798 x 9 = <span style=\"color:#16a085;\"><strong>9 <\/strong><\/span>x 798<\/p><p>7 x <span style=\"color:#16a085;\"><strong>11 236 <\/strong><\/span>= 11 236 x 7<\/p><p>Các s\u1ed1 c\u1ea7n \u0111i\u1ec1n l\u1ea7n l\u01b0\u1ee3t là <span style=\"color:#16a085;\"><strong>9 <\/strong><\/span> ; <span style=\"color:#16a085;\"><span style=\"color:#16a085;\"><strong>11 236<\/strong><\/span><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"0","date":"2023-12-10 03:39:29"},{"id":"1863","post_id":"6855","mon_id":"1159012","chapter_id":"1159015","question":"<p>\u0110i\u1ec1n s\u1ed1 thích h\u1ee3p vào ô tr\u1ed1ng:<\/p><p><span class=\"svgedit\"><svg height=\"70\" width=\"150\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"72\" id=\"canvas_background\" width=\"152\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" wfd-invisible=\"true\" 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><title><\/title><image height=\"62.592\" id=\"svg_1\" stroke=\"null\" width=\"64\" x=\"35\" 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\" y=\"2.5\"><\/image> <\/g> <\/svg><\/span><\/p><p><strong><span style=\"color:#2980b9;\">(745 x 3) x 2 = 745 x (3 x <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/>)<\/span><\/strong><\/p>","options":"","correct":["[\"2\"]"],"level":"1","hint":"<p>Áp d\u1ee5ng tính ch\u1ea5t giao hoán và k\u1ebft h\u1ee3p c\u1ee7a phép nhân.<\/p>","answer":"<p>(745 x 3) x 2 = 745 x (3 x <span style=\"color:#16a085;\"><strong>2<\/strong><\/span>)<\/p><p>S\u1ed1 c\u1ea7n \u0111i\u1ec1n là <span style=\"color:#16a085;\"><strong>2<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"0","date":"2023-12-10 03:42:01"},{"id":"1868","post_id":"6855","mon_id":"1159012","chapter_id":"1159015","question":"<p>Ch\u1ecdn câu \u0111úng<\/p><p><span style=\"color:#2980b9;\"><strong>5 x (8 x 9) = <\/strong><\/span><\/p>","options":["<strong>A.<\/strong> (5 x 6) x 9","<strong>B.<\/strong> (5 x 8) x 9","<strong>C.<\/strong> 5 x (9 x 3)","<strong>D.<\/strong> (5 x 9) x 9"],"correct":"2","level":"1","hint":"<p>Áp d\u1ee5ng tính ch\u1ea5t giao hoán và k\u1ebft h\u1ee3p c\u1ee7a phép nhân.<\/p>","answer":"<p>5 x (8 x 9) = (5 x 8) x 9<\/p><p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>B.<\/strong> (5 x 8) x 9<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2023-12-10 03:53:57","option_type":"txt","len":1}]}