Luyện tập chung chủ đề 5 - Bài tập trung bình số 2

Home Toán lớp 3 (Sách Kết nối)Toán lớp 3 - Tập 1 Bài 35: Luyện tập chungBài tập trung bình

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\" y=\"5.92\"><\/image> <\/g> <\/svg><\/span><\/p>","options":"","correct":["99 g","295 g","401 g","718 g","1kg"],"level":"2","hint":"","answer":"\u0110\u1ed5i 1 kg = 1000 g<\/p>Th\u1ee9 t\u1ef1 \u0111úng t\u1eeb bé \u0111\u1ebfn l\u1edbn là:<\/p>99 g ; 295 g ; 401 g ; 718 g ; 1kg<\/span><\/strong><\/p>","type":"reorder","extra_type":"sentence","time":"0","user_id":"131","test":"1","date":"2022-10-03 07:56:29","word":["295 g","1kg","718 g","401 g","99 g"]},{"id":"3229","post_id":"6288","mon_id":"1158530","chapter_id":"1158612","question":"Cô Lan \u0111\u01a1m m\u1ed9t chi\u1ebfc cúc áo h\u1ebft 80 mm ch\u1ec9. H\u1ecfi \u0111\u1ec3 \u0111\u01a1m 6 cái cúc áo nh\u01b0 th\u1ebf c\u1ea7n bao nhiêu mi-li-mét ch\u1ec9?<\/p>","options":["A.<\/strong> 480 mm","B.<\/strong> 408 mm","C.<\/strong> 408 mL","D. <\/strong>480 mL"],"correct":"1","level":"2","hint":"","answer":"S\u1ed1 mi-li-mét ch\u1ec9 cô Lan c\u1ea7n \u0111\u1ec3 \u0111\u01a1m 6 chi\u1ebfc cúc áo là<\/p>80 mm x 6 = 480 mm<\/p>\u0110áp s\u1ed1    480 mm<\/p>\u0110áp án \u0111úng là   A.<\/strong> 480 mm<\/span><\/p><svg height=\"110\" width=\"100\"> <g> <title><\/title> <rect fill=\"#fff\" height=\"112\" id=\"canvas_background\" width=\"102\" 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> <title><\/title> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"41\" xml:space=\"preserve\" y=\"26.25\">80<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"20\" xml:space=\"preserve\" y=\"41.25\">x<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"54\" xml:space=\"preserve\" y=\"63.25\">6<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"28\" xml:space=\"preserve\" y=\"97.25\">480<\/text> <line fill=\"none\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"19\" x2=\"73\" y1=\"71.25\" y2=\"71.25\"><\/line> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"1","date":"2022-10-03 08:01:09","option_type":"txt","len":0},{"id":"3230","post_id":"6288","mon_id":"1158530","chapter_id":"1158612","question":"Cô Lan dùng 40 m v\u1ea3i \u0111\u1ec3 may qu\u1ea7n áo. M\u1ed7i b\u1ed9 qu\u1ea7n áo may h\u1ebft 3 m v\u1ea3i. H\u1ecfi cô Lan có th\u1ec3 may \u0111\u01b0\u1ee3c nhi\u1ec1u nh\u1ea5t bao nhiêu b\u1ed9 qu\u1ea7n áo và còn th\u1eeba m\u1ea5y mét v\u1ea3i?<\/p><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/chicken.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/dan-ga1.png\" \/><\/div>","options":["A. <\/strong>13 b\u1ed9 qu\u1ea7n áo và th\u1eeba 2 m v\u1ea3i.","B. <\/strong>15 b\u1ed9 qu\u1ea7n áo và th\u1eeba 1 m v\u1ea3i.","C. <\/strong>13 b\u1ed9 qu\u1ea7n áo và th\u1eeba 1 m v\u1ea3i.","D. <\/strong>10 b\u1ed9 qu\u1ea7n áo và th\u1eeba 2 m v\u1ea3i."],"correct":"3","level":"2","hint":"","answer":"Ta có:  <\/p><svg height=\"170\" width=\"110\"> <g><title><\/title><rect fill=\"#fff\" height=\"172\" id=\"canvas_background\" width=\"112\" 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><title><\/title><text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"16.3\" xml:space=\"preserve\" y=\"26.65\">40<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"63.3\" xml:space=\"preserve\" y=\"27.65\">3<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"61.3\" xml:space=\"preserve\" y=\"60.65\">13<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"15.3\" xml:space=\"preserve\" y=\"59.65\">3<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"15.3\" xml:space=\"preserve\" y=\"90.65\">10<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"28.3\" xml:space=\"preserve\" y=\"127.65\">9<\/text> <text fill=\"#0000ff\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_7\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"27.3\" xml:space=\"preserve\" y=\"160.65\">1<\/text> <line fill=\"none\" id=\"svg_8\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"2.3\" x2=\"44.3\" y1=\"67.65\" y2=\"67.65\"><\/line> <line fill=\"none\" id=\"svg_9\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"13.3\" x2=\"49.3\" y1=\"135.65\" y2=\"136\"><\/line> <line fill=\"none\" id=\"svg_10\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"56.3\" x2=\"56.3\" y1=\"1.65\" y2=\"73.65\"><\/line> <line fill=\"none\" id=\"svg_11\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"97.3\" x2=\"57.3\" y1=\"36.65\" y2=\"36.65\"><\/line> <\/g> <\/svg><\/span><\/p>40 : 3 = 13 (d\u01b0 1)<\/p>V\u1eady cô Lan có th\u1ec3 may \u0111\u01b0\u1ee3c nhi\u1ec1u nh\u1ea5t 13 b\u1ed9 qu\u1ea7n áo và còn th\u1eeba 1 m v\u1ea3i.<\/p>\u0110áp án là C. <\/strong>13 b\u1ed9 qu\u1ea7n áo và th\u1eeba 1 m v\u1ea3i.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-10-03 08:06:45","option_type":"txt","len":2}]}