Thực hành và trải nghiệm vẽ hai đường thẳng vuông góc

Home Lớp 4 Toán lớp 4 - Sách Kết nối tri thức Bài 28: Thực hành và trải nghiệm vẽ hai đường thẳng vuông gócBài tập trung bình

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y=\"3.00001\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["1","2","3","4"],"correct":"2","level":"2","hint":"","answer":"Ch\u1ecdn bông hoa ghi s\u1ed1 2<\/strong><\/span>.<\/p>","type":"choose","extra_type":"flower","time":"0","user_id":"131","test":"0","date":"2023-10-15 05:35:18","option_type":"txt","len":0},{"id":"990","post_id":"6820","mon_id":"1159012","chapter_id":"1159025","question":"Có bao nhiêu c\u1eb7p \u0111\u01b0\u1eddng th\u1eb3ng vuông góc trong hình?<\/p><svg height=\"170\" width=\"260\"> <g><title><\/title><rect fill=\"#fff\" height=\"172\" id=\"canvas_background\" width=\"262\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><g id=\"svg_10\"> <rect fill=\"#ff007f\" height=\"122\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\" width=\"211\" x=\"21.00001\" y=\"19.81\"><\/rect> <line fill=\"#ff007f\" fill-opacity=\"null\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(30 196.9951934814454,80.96192932128905) \" x1=\"196.99519\" x2=\"196.99519\" y1=\"10.95231\" y2=\"150.97155\"><\/line> <line fill=\"#ff007f\" fill-opacity=\"null\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(120 127.14535522460939,81.06786346435547) \" x1=\"127.14536\" x2=\"127.14535\" y1=\"-40.72989\" y2=\"202.86561\"><\/line> <text fill=\"#ff007f\" 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=\"2.00001\" xml:space=\"preserve\" y=\"22.81\">A<\/text> <text fill=\"#ff007f\" 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=\"2.00001\" xml:space=\"preserve\" y=\"154.81001\">B<\/text> <text fill=\"#ff007f\" 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=\"235.00001\" xml:space=\"preserve\" y=\"151.81001\">C<\/text> <text fill=\"#ff007f\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"235.00001\" xml:space=\"preserve\" y=\"23.81\">D<\/text> <text fill=\"#ff007f\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"151.00001\" xml:space=\"preserve\" y=\"163.81001\">M<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","options":["4","3","5","6"],"correct":"3","level":"2","hint":"","answer":"Có 5 c\u1eb7p \u0111\u01b0\u1eddng th\u1eb3ng vuông góc trong hình là:<\/p>+ AD và AB<\/p>+ BC và BA<\/p>+ CB và CD<\/p>+ DA và DC<\/p>+ AC và DM<\/p>Ch\u1ecdn con c\u1eebu ghi s\u1ed1 5<\/strong><\/span>.<\/p>","type":"choose","extra_type":"sheep","time":"0","user_id":"131","test":"0","date":"2023-10-15 05:40:34","option_type":"txt","len":0},{"id":"992","post_id":"6820","mon_id":"1159012","chapter_id":"1159025","question":"Dùng ê ke ki\u1ec3m tra và cho bi\u1ebft c\u1eb7p \u0111o\u1ea1n th\u1eb3ng nào d\u01b0\u1edbi \u0111ây không vuông góc v\u1edbi nhau?<\/p><svg height=\"170\" width=\"260\"> <g><title><\/title><rect fill=\"#fff\" height=\"172\" id=\"canvas_background\" width=\"262\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><g id=\"svg_10\"> <rect fill=\"#ff007f\" height=\"122\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\" width=\"211\" x=\"21.00001\" y=\"19.81\"><\/rect> <line fill=\"#ff007f\" fill-opacity=\"null\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(30 196.9951934814454,80.96192932128905) \" x1=\"196.99519\" x2=\"196.99519\" y1=\"10.95231\" y2=\"150.97155\"><\/line> <line fill=\"#ff007f\" fill-opacity=\"null\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(120 127.14535522460939,81.06786346435547) \" x1=\"127.14536\" x2=\"127.14535\" y1=\"-40.72989\" y2=\"202.86561\"><\/line> <text fill=\"#ff007f\" 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=\"2.00001\" xml:space=\"preserve\" y=\"22.81\">A<\/text> <text fill=\"#ff007f\" 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=\"2.00001\" xml:space=\"preserve\" y=\"154.81001\">B<\/text> <text fill=\"#ff007f\" 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=\"235.00001\" xml:space=\"preserve\" y=\"151.81001\">C<\/text> <text fill=\"#ff007f\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"235.00001\" xml:space=\"preserve\" y=\"23.81\">D<\/text> <text fill=\"#ff007f\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"151.00001\" xml:space=\"preserve\" y=\"163.81001\">M<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> MD và AC","B.<\/strong> AB và AD","C.<\/strong> DA và DC","D.<\/strong> AB và AC"],"correct":"4","level":"2","hint":"","answer":"C\u1eb7p \u0111\u01b0\u1eddng th\u1eb3ng không vuông góc là  D.<\/strong> AB và AC<\/span><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"131","test":"0","date":"2023-10-15 05:42:09","option_type":"txt","len":0}]}