Ôn tập hình học và đo lường

Home Lớp 1 Toán lớp 1 - Sách Kết nối tri thức Bài 40: Ôn tập hình học và đo lườngBài tập trung bình

{"common":{"save":0,"post_id":"4063","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"4439","post_id":"4063","mon_id":"11246","chapter_id":"11415","question":"Có bao nhiêu hình ch\u1eef nh\u1eadt trong hình v\u1ebd d\u01b0\u1edbi \u0111ây?<\/p><svg height=\"160\" width=\"280\"> <g><title><\/title><rect fill=\"#fff\" height=\"162\" id=\"canvas_background\" width=\"282\" 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=\"#CFCA6D\" height=\"146.66667\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250.00001\" x=\"16\" y=\"10.25\"><\/rect> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"84.1382\" x2=\"84.1382\" y1=\"10.17308\" y2=\"157.06893\"><\/line> <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=\"40.69013\" xml:space=\"preserve\" y=\"86.72444\">1<\/text> <text fill=\"#000000\" 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\" x=\"168.27573\" xml:space=\"preserve\" y=\"86.03479\">2<\/text> <\/g> <\/svg><\/span><\/p>","options":["3","2","4","1"],"correct":"1","level":"2","hint":"","answer":"Trong hình v\u1ebd trên có 3 hình ch\u1eef nh\u1eadt là: <\/p>Hình (1)<\/span><\/strong>; Hình (2) <\/span><\/strong>và Hình (1) + (2)<\/span><\/strong><\/p>","type":"choose","extra_type":"classic","audio":[1,"","",1],"time":"0","user_id":"124","test":"0","date":"2021-05-03 15:37:24","option_type":"number","len":0},{"id":"4440","post_id":"4063","mon_id":"11246","chapter_id":"11415","question":"Hình d\u01b0\u1edbi \u0111ây có bao nhiêu hình tròn?<\/p><svg height=\"233\" width=\"280\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"235\" id=\"canvas_background\" width=\"282\" 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=\"261.99998\" id=\"svg_1\" stroke=\"null\" width=\"275\" x=\"3.5\" 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\" y=\"-1\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["3","4","5","6"],"correct":"2","level":"2","hint":"","answer":"Hình trên có 4 hình tròn, g\u1ed3m:<\/p>Hình (3); hình ( 4) ; hình (5); hình (6)<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","audio":[1,"","",1],"time":"0","user_id":"124","test":"0","date":"2021-05-03 15:43:14","option_type":"number","len":0},{"id":"4441","post_id":"4063","mon_id":"11246","chapter_id":"11415","question":"Hình d\u01b0\u1edbi \u0111ây có 3 kh\u1ed1i l\u1eadp ph\u01b0\u01a1ng, \u0111úng hay sai?<\/span><\/p><img class=\"img_dd\" src=\"\/data\/library\/hinh-hoc\/hh12.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/hinh-hoc\/hh19.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/hinh-hoc\/hh6.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/hinh-hoc\/hh7.png\" \/><\/p>","options":["\u0110úng","Sai"],"correct":"2","level":"2","hint":"","answer":"Hình trên có 2 kh\u1ed1i l\u1eadp ph\u01b0\u01a1ng<\/p><img class=\"img_dd tiny\" src=\"\/data\/library\/hinh-hoc\/hh12.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hinh-hoc\/hh6.png\" \/><\/p>V\u1eady, \u0111áp án là Sai<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","audio":[1,1,"",1],"time":"0","user_id":"124","test":"0","date":"2021-05-03 15:46:18","option_type":"txt","len":1}]}