Phân số và phép chia số tự nhiên

Home Lớp 4 Toán lớp 4 - Sách Kết nối tri thức Bài 54 - Phân số và phép chia số tự nhiênBài tập trung bình

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H\u1ecfi l\u01b0\u1ee3ng n\u01b0\u1edbc \u1edf m\u1ed7i can nh\u1ecf b\u1eb1ng bao nhiêu ph\u1ea7n l\u01b0\u1ee3ng n\u01b0\u1edbc \u1edf m\u1ed9t thùng?<\/p><svg height=\"55\" width=\"49\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"57\" id=\"canvas_background\" width=\"51\" 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=\"59.53648\" id=\"svg_1\" stroke=\"null\" width=\"48\" x=\"0.5\" 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\" y=\"-1.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> $\\dfrac{8}{3}$<\/span> thùng","B.<\/strong> $\\dfrac{2}{3}$<\/span> thùng","C.<\/strong> $\\dfrac{1}{8}$<\/span> thùng","D.<\/strong> $\\dfrac{3}{8}$<\/span> thùng"],"correct":"4","level":"2","hint":"","answer":"L\u01b0\u1ee3ng n\u01b0\u1edbc \u1edf m\u1ed7i can nh\u1ecf b\u1eb1ng s\u1ed1 ph\u1ea7n l\u01b0\u1ee3ng n\u01b0\u1edbc \u1edf m\u1ed9t thùng là:<\/p>3 : 8 = $\\dfrac{3}{8}$<\/span> (thùng)<\/p>Ch\u1ecdn D.<\/strong> $\\dfrac{3}{8}$<\/span> thùng<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-01-28 03:30:39","option_type":"math","len":0},{"id":"2291","post_id":"6934","mon_id":"1159012","chapter_id":"1159019","question":"Ch\u1ecdn phân s\u1ed1 thích h\u1ee3p là th\u01b0\u01a1ng c\u1ee7a m\u1ed7i phép chia sau:<\/p>","options":[["123 : 100 = ","84 : 90 = ","1005 : 2009 = "],["$\\dfrac{84}{90}$<\/span>","$\\dfrac{123}{100}$<\/span>","$\\dfrac{1005}{2009}$<\/span>"],["$\\dfrac{123}{100}$<\/span>","$\\dfrac{84}{90}$<\/span>","$\\dfrac{1005}{2009}$<\/span>"]],"correct":[1,0,2],"level":"2","hint":"","answer":"123 : 100 = $\\dfrac{123}{100}$<\/span><\/span><\/p>84 : 90 = $\\dfrac{84}{90}$<\/span><\/span><\/p>1005 : 2009 = $\\dfrac{1005}{2009}$<\/span><\/span><\/p>","type":"matching","extra_type":"mat_img","time":"0","user_id":"131","test":"0","date":"2024-01-28 03:33:25","txt_size":"txt_small"},{"id":"2299","post_id":"6934","mon_id":"1159012","chapter_id":"1159019","question":"Chia \u0111o\u1ea1n th\u1eb3ng AB thành 6 \u0111o\u1ea1n b\u1eb1ng nhau nh\u01b0 hình v\u1ebd. <\/p><svg height=\"70\" width=\"400\"> <g><title><\/title><rect fill=\"#fff\" height=\"72\" id=\"canvas_background\" width=\"402\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_29\" stroke-width=\"0\" width=\"100%\" 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x1=\"259.85502\" x2=\"318.94669\" y1=\"48\" y2=\"48\"><\/line> <line fill=\"none\" id=\"svg_14\" stroke=\"#ff0000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"3\" x1=\"259.85502\" x2=\"259.85502\" y1=\"43.24999\" y2=\"53\"><\/line> <\/g> <g id=\"svg_18\" stroke=\"null\"> <line fill=\"none\" id=\"svg_16\" stroke=\"#ff0000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"3\" x1=\"318.90833\" x2=\"378\" y1=\"48\" y2=\"48\"><\/line> <line fill=\"none\" id=\"svg_17\" stroke=\"#ff0000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"3\" x1=\"318.90833\" x2=\"318.90833\" y1=\"43.24999\" y2=\"53\"><\/line> <\/g> <\/g> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_20\" stroke=\"#ff0000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"3\" x1=\"377.95452\" x2=\"377.95452\" y1=\"43.24999\" y2=\"53\"><\/line> <\/g> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_22\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"12.95453\" xml:space=\"preserve\" y=\"34.25\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_23\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"371.95452\" xml:space=\"preserve\" y=\"34.25\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_24\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"72.95453\" xml:space=\"preserve\" y=\"34.25\">C<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_25\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"132.95453\" xml:space=\"preserve\" y=\"34.25\">D<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_26\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"188.95453\" xml:space=\"preserve\" y=\"34.25\">E<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_27\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"251.95453\" xml:space=\"preserve\" y=\"34.25\">F<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_28\" stroke=\"#ff0000\" stroke-width=\"0\" text-anchor=\"start\" x=\"312.95452\" xml:space=\"preserve\" y=\"34.25\">G<\/text> <\/g> <\/svg><\/span><\/p>Khi \u0111ó \u0111\u1ed9 dài \u0111o\u1ea1n th\u1eb3ng AD b\u1eb1ng bao nhiêu ph\u1ea7n \u0111\u1ed9 dài \u0111o\u1ea1n th\u1eb3ng AB?<\/p>","options":["A. <\/strong> AD = $\\dfrac{1}{6}$<\/span> AB","B. <\/strong> AD = $\\dfrac{1}{3}$<\/span> AB","C.<\/strong> AD = $\\dfrac{2}{5}$<\/span> AB","D.<\/strong> AD = $\\dfrac{1}{2}$<\/span> AB"],"correct":"2","level":"2","hint":"","answer":"Chia \u0111o\u1ea1n th\u1eb3ng AB thành 6 ph\u1ea7n.<\/p>\u0110o\u1ea1n AD l\u1ea5y 2 ph\u1ea7n nên AD = $\\dfrac{2}{6}$<\/span> AB =  $\\dfrac{1}{3}$<\/span> AB<\/p>Ch\u1ecdn B.  <\/strong> AD = $\\dfrac{1}{3}$<\/span> AB<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-01-28 03:52:45","option_type":"math","len":0}]}