Ôn tập một số hình phẳng

Home Lớp 5 Toán lớp 5 - Sách Kết nối tri thức Bài 32. Ôn tập một số hình phẳngBài tập nâng cao

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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> 12","B.<\/strong> 10","C.<\/strong> 8","D.<\/strong> 13"],"correct":"4","level":"3","hint":"","answer":"Ch\u1ecdn D.<\/strong> 13<\/span><\/p>Có 13 tam giác \u0111\u1ec1u:<\/p>tam giác JHI; tam giác HEF; tam giác HIF;<\/p>tam giác IFG; tam giác EAB; tam giác EFB;<\/p>tam giác FBC; tam giác FCG; tam giác GCD;<\/p>tam giác JEG; tam giác HAC; tam giác IBC;<\/p>tam giác JAD.<\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"131","test":"0","date":"2024-09-26 02:49:32","option_type":"txt","len":0},{"id":"2016","post_id":"7726","mon_id":"1159414","chapter_id":"1159461","question":"Hình v\u1ebd d\u01b0\u1edbi \u0111ây có bao nhiêu hình thang?<\/p><svg height=\"270\" width=\"250\"> <g><title><\/title><rect fill=\"#fff\" height=\"272\" id=\"canvas_background\" width=\"252\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_16\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><g id=\"svg_5\" stroke=\"null\"> <path d=\"m19.695,236.4251l39.1875,-213.99999l130.62501,0l39.18749,213.99999l-208.99999,0l-0.00001,0z\" fill=\"#ffffaa\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"3\"><\/path> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"3\" x1=\"48.89629\" x2=\"199.18842\" y1=\"71.9245\" y2=\"71.9245\"><\/line> <line fill=\"none\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"3\" x1=\"40.2858\" x2=\"207.01613\" y1=\"121.30911\" y2=\"121.87031\"><\/line> <line fill=\"none\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"3\" x1=\"29.327\" x2=\"219.54048\" y1=\"177.74867\" y2=\"178.30987\"><\/line> <\/g> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"34.99999\" xml:space=\"preserve\" y=\"26.52272\">A<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_7\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"193.99999\" xml:space=\"preserve\" y=\"19.52272\">B<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"205.99999\" xml:space=\"preserve\" y=\"73.52272\">C<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"211.99999\" xml:space=\"preserve\" y=\"129.52272\">D<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_10\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"222.99999\" xml:space=\"preserve\" y=\"175.52272\">E<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_11\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"224.99999\" xml:space=\"preserve\" y=\"258.52271\">F<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_12\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"6.99999\" xml:space=\"preserve\" y=\"258.52271\">G<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_13\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"6.99999\" xml:space=\"preserve\" y=\"186.52272\">H<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_14\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"21.99999\" xml:space=\"preserve\" y=\"129.52272\">I<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"24.99999\" xml:space=\"preserve\" y=\"79.52272\">K<\/text> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> 4","B.<\/strong> 6","C.<\/strong> 8","D.<\/strong> 10"],"correct":"4","level":"3","hint":"","answer":"Ch\u1ecdn D.<\/strong> 10<\/span><\/p>Có 10 hình thang: ABCK; KCDI; IDEH; HEFG; ABDI; ABEH; ABFG; KCEH; KCFG; IDFG.<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"0","date":"2024-09-26 02:52:52","option_type":"txt","len":0},{"id":"2018","post_id":"7726","mon_id":"1159414","chapter_id":"1159461","question":"Hình v\u1ebd d\u01b0\u1edbi \u0111ây có bao nhiêu hình thang vuông?<\/p><svg height=\"147\" 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\" y=\"0.49999\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> 3","B.<\/strong> 6","C.<\/strong> 12","D.<\/strong> 9"],"correct":"3","level":"3","hint":"","answer":"Ch\u1ecdn C.<\/strong> 12<\/span><\/p>Có 12 hình thang vuông:<\/p>ANCI; NBDC; ICKH; CDEK; <\/p>HKMG; KEFM; ANKH; ANMG;<\/p>ICMG; NBEK; NBFM; CDFM.<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"0","date":"2024-09-26 02:55:51","option_type":"txt","len":0}]}