Toán lớp 3 - Sách Kết nối tri thức - Đề kiểm tra 45 phút - Toán lớp 3 - Sách Kết nối tri thức - Tháng 11 - Số 1
{"save":1,"level":1,"time":"45","total":30,"point":5,"segment":[{"id":"10464","test_id":"704","question":"<p>Bi\u1ebft m\u1ed7i cái chén trong hình n\u1eb7ng 132 g. H\u1ecfi cái \u1ea5m trà n\u1eb7ng bao nhiêu gam?<\/p><p><span class=\"svgedit\"><svg height=\"110\" width=\"224\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>\\n<title><\/title>\\n<rect fill=\"#fff\" height=\"112\" id=\"canvas_background\" width=\"226\" 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>\\n<title><\/title>\\n<image height=\"109\" id=\"svg_1\" width=\"223\" x=\"0.5\" 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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 386 g.","<strong>B.<\/strong> 496 g.","<strong>C.<\/strong> 486 g.","<strong>D.<\/strong> 396 g."],"correct":"4","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>D.<\/strong> 396 g.<\/span><\/p><p>Vì m\u1ed9t cái \u1ea5m n\u1eb7ng b\u1eb1ng ba cái chén nên m\u1ed9t cái \u1ea5m n\u1eb7ng s\u1ed1 gam là 132 x 3 = 396 (g).<\/p><p>\u0110áp s\u1ed1: 396 g.<\/p><p><span class=\"svgedit\"><svg height=\"100\" width=\"80\"> <g> <title><\/title> <rect fill=\"#fff\" height=\"102\" id=\"canvas_background\" width=\"82\" 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=\"30\" xml:space=\"preserve\" y=\"25\">132<\/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=\"10.41478\" xml:space=\"preserve\" y=\"44.79262\">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=\"57\" xml:space=\"preserve\" y=\"60\">3<\/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=\"32.41478\" xml:space=\"preserve\" y=\"95\">396<\/text> <line fill=\"none\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"18.41478\" x2=\"75.41478\" y1=\"69.79262\" y2=\"69.79262\"><\/line> <\/g> <\/svg><\/span><\/p>","type":"choose","user_id":"131","test":"1","date":"2025-08-10 11:36:56"},{"id":"10466","test_id":"704","question":"<p>450 g <span class=\"math-tex\">$\\xrightarrow{\\times2}$<\/span> <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\" \/> g <span class=\"math-tex\">$\\xrightarrow{:3}$<\/span> <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\" \/> g.<\/p>","options":"","correct":["900","300"],"answer":"<p>Các s\u1ed1 c\u1ea7n \u0111i\u1ec1n t\u1eeb trái sang ph\u1ea3i l\u1ea7n l\u01b0\u1ee3t là <span style=\"color:#16a085;\"><strong>900 <\/strong><\/span>và <span style=\"color:#16a085;\"><strong>300<\/strong><\/span>.<\/p><p>450 g <span class=\"math-tex\">$\\xrightarrow{\\times2}$<\/span> <span style=\"color:#16a085;\"><strong>900 <\/strong><\/span>g <span class=\"math-tex\">$\\xrightarrow{:3}$<\/span> <span style=\"color:#16a085;\"><strong>300 <\/strong><\/span>g.<\/p>","type":"blank","user_id":"131","test":"2","date":"2025-08-10 14:12:08"}]}