Hình tam giác, hình tứ giác. Hình chữ nhật, hình vuông

Home Toán lớp 3 - Tập 1 CHỦ ĐỀ 3 - LÀM QUEN VỚI HÌNH PHẲNG, HÌNH KHỐI Bài 19: Hình tam giác, hình tứ giác. Hình chữ nhật, hình vuôngBài tập trung bình

{"common":{"save":0,"post_id":"6102","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"2391","post_id":"6102","mon_id":"1158530","chapter_id":"1158594","question":"\u0110\u1ecdc tên các c\u1ea1nh c\u1ee7a tam giác AMD?<\/p><svg height=\"156\" width=\"310\"> <g><title><\/title><rect fill=\"#fff\" height=\"158\" id=\"canvas_background\" width=\"312\" 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><rect fill=\"#fff\" height=\"114\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"3\" width=\"233\" x=\"37.5\" y=\"22.69444\"><\/rect> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"3\" x1=\"151.5\" x2=\"37.5\" y1=\"22.69444\" y2=\"135.69444\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"3\" x1=\"149.48534\" x2=\"269.33778\" y1=\"24.83437\" y2=\"135.86332\"><\/line> <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\" transform=\"matrix(1.1309666633605957,0,0,1.1309666633605957,-1.7798691991365558,-19.194204079372867) \" x=\"14.19178\" xml:space=\"preserve\" y=\"141.74565\">A<\/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\" transform=\"matrix(1.1309666633605957,0,0,1.1309666633605957,-1.7798691991365558,-19.194204079372867) \" x=\"14.84193\" xml:space=\"preserve\" y=\"39.67306\">B<\/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\" transform=\"matrix(1.0694137340020402,0,0,0.9658531045811842,5.081453726755627,-14.477052380378751) \" x=\"125.36639\" xml:space=\"preserve\" y=\"34.4435\">M<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" transform=\"matrix(1.1309666633605957,0,0,1.1309666633605957,-1.7798691991365558,-19.194204079372867) \" x=\"245.643\" xml:space=\"preserve\" y=\"40.3232\">C<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" transform=\"matrix(1.1309666633605957,0,0,1.1309666633605957,-1.7798691991365558,-19.194204079372867) \" x=\"246.29314\" xml:space=\"preserve\" y=\"142.39579\">D<\/text> <\/g> <\/svg><\/span><\/p>","options":["a)<\/strong> AM, MD, AD","b)<\/strong> AB, AM, MD","c)<\/strong> AM, MD, DC","d)<\/strong> MD, DA, AB"],"correct":"1","level":"2","hint":"","answer":"Tam giác AMD có 3 c\u1ea1nh là: AM, MD, AD<\/p>\u0110áp án \u0111úng là a)<\/strong> AM, MD, AD<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"129","test":"1","date":"2022-08-14 08:43:10","option_type":"txt","len":1},{"id":"2392","post_id":"6102","mon_id":"1158530","chapter_id":"1158594","question":"\u0110\u1ecdc tên các c\u1ea1nh c\u1ee7a hình ch\u1eef nh\u1eadt BCPQ<\/p><svg height=\"170.00000000000003\" width=\"310\"> <g><title><\/title><rect fill=\"#fff\" height=\"172\" id=\"canvas_background\" width=\"312\" 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><path d=\"m19.61009,135.92513l49.39427,-118.04479l164.64758,0l49.39425,118.04479l-263.4361,0z\" fill=\"#fff\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"3\"><\/path> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"3.46775\" xml:space=\"preserve\" y=\"143.69444\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"51.78738\" xml:space=\"preserve\" y=\"19.46322\">B<\/text> <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\" style=\"cursor: move;\" text-anchor=\"start\" x=\"236.62066\" xml:space=\"preserve\" y=\"21.17414\">C<\/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=\"288.77606\" xml:space=\"preserve\" y=\"142.07023\">D<\/text> <rect fill=\"#fff\" fill-opacity=\"null\" height=\"118.83063\" id=\"svg_7\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"2.5\" width=\"162.33692\" x=\"70.26013\" y=\"17.50964\"><\/rect> <text fill=\"#000000\" 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=\"61.52759\" xml:space=\"preserve\" y=\"159.07298\">Q<\/text> <text fill=\"#000000\" 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=\"224.51387\" xml:space=\"preserve\" y=\"157.12494\">P<\/text> <\/g> <\/svg><\/span><\/p>","options":["a)<\/strong> BC, CP, PQ, QD","b)<\/strong> BC, CP, PQ, QB","c)<\/strong> CP, PQ, QA","d)<\/strong> BC, CP, PQ, AB"],"correct":"2","level":"2","hint":"","answer":"Hình ch\u1eef nh\u1eadt BCPQ có 4 c\u1ea1nh là: b) BC, CP, PQ, QB<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"129","test":"1","date":"2022-08-14 09:21:51","option_type":"txt","len":2},{"id":"2393","post_id":"6102","mon_id":"1158530","chapter_id":"1158594","question":"\u0110i\u1ec1n s\u1ed1 thích h\u1ee3p vào ch\u1ed7 tr\u1ed1ng. <\/p>Hình bên có <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> hình tam giác, <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> hình t\u1ee9 giác.<\/p><svg height=\"270\" width=\"248\" 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\" y=\"-212.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":"","correct":["[\"4\",\"4\"]"],"level":"2","hint":"","answer":"\u0110áp án: Hình bên có 4 hình tam giác, 4 hình t\u1ee9 giác.<\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"129","test":"1","date":"2022-08-14 09:26:52"}]}