{"common":{"save":0,"post_id":"6955","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"2410","post_id":"6955","mon_id":"1159012","chapter_id":"1159019","question":"<p>Quy \u0111\u1ed3ng m\u1eabu s\u1ed1 hai phân s\u1ed1 <span class=\"math-tex\">$\\dfrac{1}{3}$<\/span> và <span class=\"math-tex\">$\\dfrac{1}{4}$<\/span> v\u1edbi m\u1eabu s\u1ed1 chung là 12.<\/p><p><span class=\"svgedit\"><svg height=\"89\" width=\"119\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"91\" id=\"canvas_background\" width=\"121\" 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=\"81.40001\" id=\"svg_1\" stroke=\"null\" width=\"110.00001\" x=\"3\" 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\" y=\"3.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{1}{12};\\dfrac{3}{12}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{4}{12};\\dfrac{1}{12}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{2}{12};\\dfrac{6}{12}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{4}{12};\\dfrac{3}{12}$<\/span>"],"correct":"4","level":"2","hint":"","answer":"<p>M\u1eabu s\u1ed1 chung 12.<\/p><p><span class=\"math-tex\">$\\dfrac{1}{3}=\\dfrac{1\\mathbf{x}4}{3\\mathbf{x}4}=\\dfrac{4}{12}$<\/span> và <span class=\"math-tex\">$\\dfrac{1}{4}=\\dfrac{1\\mathbf{x}3}{4\\mathbf{x}3}=\\dfrac{3}{12}$<\/span>.<\/p><p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{4}{12};\\dfrac{3}{12}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-02-01 01:59:57","option_type":"math","len":0},{"id":"2411","post_id":"6955","mon_id":"1159012","chapter_id":"1159019","question":"<p>Quy \u0111\u1ed3ng m\u1eabu s\u1ed1 hai phân s\u1ed1 <span class=\"math-tex\">$\\dfrac{1}{15}$<\/span> và <span class=\"math-tex\">$\\dfrac{1}{20}$<\/span> v\u1edbi m\u1eabu s\u1ed1 chung là 60.<\/p><p><span class=\"svgedit\"><svg height=\"95\" width=\"107\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"97\" id=\"canvas_background\" width=\"109\" 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=\"86.66401\" id=\"svg_1\" stroke=\"null\" width=\"92.00001\" x=\"10\" 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\" y=\"3.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{4}{60};\\dfrac{1}{60}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{5}{60};\\dfrac{3}{60}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{4}{60};\\dfrac{3}{60}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{4}{60};\\dfrac{5}{60}$<\/span>"],"correct":"3","level":"2","hint":"","answer":"<p>M\u1eabu s\u1ed1 chung 60.<\/p><p><span class=\"math-tex\">$\\dfrac{1}{15}=\\dfrac{1\\mathbf{x}4}{15\\mathbf{x}4}=\\dfrac{4}{60}$<\/span> và <span class=\"math-tex\">$\\dfrac{1}{20}=\\dfrac{1\\mathbf{x}3}{20\\mathbf{x}3}=\\dfrac{3}{60}$<\/span>.<\/p><p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{4}{60};\\dfrac{3}{60}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-02-01 02:03:33","option_type":"math","len":0},{"id":"2413","post_id":"6955","mon_id":"1159012","chapter_id":"1159019","question":"<p>Quy \u0111\u1ed3ng m\u1eabu s\u1ed1 hai phân s\u1ed1 <span class=\"math-tex\">$\\dfrac{3}{14}$<\/span> và <span class=\"math-tex\">$\\dfrac{1}{21}$<\/span> v\u1edbi m\u1eabu s\u1ed1 chung là 42.<\/p><p><span class=\"svgedit\"><svg height=\"98\" width=\"125\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"100\" id=\"canvas_background\" width=\"127\" 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=\"94.22222\" id=\"svg_1\" stroke=\"null\" width=\"106\" x=\"11\" 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\" y=\"4\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{9}{42};\\dfrac{2}{42}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{9}{42};\\dfrac{3}{42}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{3}{42};\\dfrac{1}{42}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{9}{42};\\dfrac{7}{42}$<\/span>"],"correct":"1","level":"2","hint":"","answer":"<p>M\u1eabu s\u1ed1 chung 42.<\/p><p><span class=\"math-tex\">$\\dfrac{3}{14}=\\dfrac{3\\mathbf{x}3}{14\\mathbf{x}3}=\\dfrac{9}{42}$<\/span> và <span class=\"math-tex\">$\\dfrac{1}{21}=\\dfrac{1\\mathbf{x}2}{21\\mathbf{x}2}=\\dfrac{2}{42}$<\/span>.<\/p><p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{9}{42};\\dfrac{2}{42}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-02-01 02:08:23","option_type":"math","len":0}]}