Toán lớp 2 - Sách Kết nối tri thức - Đề kiểm tra 45 phút - Toán lớp 2 - Tháng 12 - Số 2
{"save":1,"level":1,"time":"45","total":20,"point":5,"segment":[{"id":"3008","test_id":"395","question":"<p>T\u1ed5ng c\u1ee7a s\u1ed1 bé nh\u1ea5t có hai ch\u1eef s\u1ed1 gi\u1ed1ng nhau và s\u1ed1 79 là: <\/p>","options":["89","90","80","69"],"correct":"2","answer":"<p>S\u1ed1 bé nh\u1ea5t có hai ch\u1eef s\u1ed1 gi\u1ed1ng nhau là: 11<\/p><p>T\u1ed5ng c\u1ee7a 11 và 79 là:<\/p><p>11 + 79 = 90<\/p><p>\u0110áp s\u1ed1: 90<\/p>","type":"choose","user_id":"125","test":"2","date":"2021-12-23 22:25:05"},{"id":"3009","test_id":"395","question":"<p><span class=\"svgedit\"><svg height=\"175\" width=\"344\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>\\n<title><\/title>\\n<rect fill=\"#fff\" height=\"177\" id=\"canvas_background\" width=\"346\" 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>\\n<title><\/title>\\n<image height=\"152\" id=\"svg_1\" stroke=\"null\" width=\"317.99999\" x=\"20\" 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\" y=\"14\"><\/image> <\/g> <\/svg><\/span><\/p><p>Hình trên là hình gì? <\/p>","options":["\u0110o\u1ea1n th\u1eb3ng","\u0110\u01b0\u1eddng g\u1ea5p khúc","Hình t\u1ee9 giác","Hình tam giác "],"correct":"2","answer":"<p>\u0110áp án: Hình trên là \u0111\u01b0\u1eddng g\u1ea5p khúc<\/p>","type":"choose","user_id":"125","test":"3","date":"2021-12-23 22:30:21"}]}