Ôn tập hình học và đo lường

Home Lớp 3 Toán lớp 3 - Sách Kết nối tri thức Bài 7: Ôn tập hình học và đo lườngBài tập trung bình

{"common":{"save":0,"post_id":"5992","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1871","post_id":"5992","mon_id":"1158530","chapter_id":"1158575","question":"Tính \u0111\u1ed9 dài \u0111\u01b0\u1eddng g\u1ea5p khúc ABCD sau<\/p><svg height=\"300\" width=\"400\"> <g><title><\/title><rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"402\" 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><line fill=\"none\" id=\"svg_1\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"54\" x2=\"132\" y1=\"135.71667\" y2=\"201.71667\"><\/line> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"321\" x2=\"131.00001\" y1=\"158.71666\" y2=\"199.71666\"><\/line> <line fill=\"none\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"358\" x2=\"318\" y1=\"53.71667\" y2=\"159.71667\"><\/line> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_4\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"48\" xml:space=\"preserve\" y=\"118.71667\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_5\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"134\" xml:space=\"preserve\" y=\"225.71667\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"310\" xml:space=\"preserve\" y=\"183.71667\">C<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_7\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"338\" xml:space=\"preserve\" y=\"47.71667\">D<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"43\" xml:space=\"preserve\" y=\"182.71667\">135 cm<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_10\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"216\" xml:space=\"preserve\" y=\"199.71667\">376 cm<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_11\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"338\" xml:space=\"preserve\" y=\"123.71667\">218 cm<\/text> <\/g> <\/svg><\/span><\/p>","options":["615 cm","729 cm","792 cm","780 cm"],"correct":"2","level":"2","hint":"","answer":"\u0110áp án \u0111úng là: 729 cm<\/b><\/span><\/p>\u0110\u1ed9 dài \u0111\u01b0\u1eddng g\u1ea5p khúc ABCD là:<\/p>135 cm + 376 cm + 218 cm = 729 cm<\/p>","type":"choose","extra_type":"cloud","time":"0","user_id":"129","test":"3","date":"2022-06-26 15:06:38","option_type":"txt","len":0},{"id":"1872","post_id":"5992","mon_id":"1158530","chapter_id":"1158575","question":"Con sên bò \u0111\u1ebfn cây cam theo \u0111\u01b0\u1eddng g\u1ea5p khúc EFGH. H\u1ecfi con sên ph\u1ea3i bò quãng \u0111\u01b0\u1eddng dài bao nhiêu x\u0103ng-ti-mét \u0111\u1ec3 \u0111\u1ebfn cây cam ?<\/p><svg height=\"80\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"82\" id=\"canvas_background\" width=\"322\" 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><image height=\"89\" id=\"svg_1\" stroke=\"null\" width=\"333.99999\" x=\"-2\" xlink:href=\"data:image\/png;base64,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\" y=\"-9.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["703 cm","732 cm","731 cm","730 cm"],"correct":"4","level":"2","hint":"","answer":"\u0110áp án \u0111úng là: 730 cm<\/strong><\/span><\/p>Quãng \u0111\u01b0\u1eddng con sên bò \u0111\u1ebfn cây cam dài là:<\/p>192 cm + 217 cm + 321 cm = 730 cm<\/p>","type":"choose","extra_type":"sheep","time":"0","user_id":"129","test":"3","date":"2022-06-26 15:11:43","option_type":"txt","len":0},{"id":"1873","post_id":"5992","mon_id":"1158530","chapter_id":"1158575","question":"Trong hình d\u01b0\u1edbi \u0111ây có bao nhiêu hình t\u1ee9 giác ?<\/p><svg height=\"140\" width=\"220\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"142\" id=\"canvas_background\" width=\"222\" 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><image height=\"139.99999\" id=\"svg_1\" stroke=\"null\" width=\"243.00003\" x=\"-9\" xlink:href=\"data:image\/png;base64,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\" y=\"-0.99999\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["4","5","6","7"],"correct":"3","level":"2","hint":"","answer":"\u0110áp án \u0111úng là: 6<\/strong><\/span><\/p>","type":"choose","extra_type":"star","time":"0","user_id":"129","test":"3","date":"2022-06-26 15:14:17","option_type":"txt","len":0}]}