Chú ý: Để đảm bảo quyền lợi và bảo vệ tài khoản của mình
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HomeLớp 6Toán lớp 6 - Sách kết nối tri thứcBài 19: Hình chữ nhật. Hình thoi. Hình bình hành. Hình thang cânBài tập cơ bản
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\" y=\"1.50002\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["EFGH là hình ch\u1eef nh\u1eadt","IJKL là hình ch\u1eef nh\u1eadt","MNPQ là hình ch\u1eef nh\u1eadt ","BADC là hình ch\u1eef nh\u1eadt"],"correct":"1","level":"1","hint":"","answer":"<p>Quan sát hình v\u1ebd ta có:<\/p><p>+ BACD là hình thoi.<\/p><p>+ EFGH là hình ch\u1eef nh\u1eadt.<\/p><p>+ IJKL là hình thang cân.<\/p><p>+ MNPQ là hình bình hành.<\/p><p>V\u1eady \u0111áp án \u0111úng là <span style=\"color:#16a085;\"><strong>EFGH là hình ch\u1eef nh\u1eadt<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"1","date":"2021-10-10 14:11:53","option_type":"txt","len":2},{"id":"9129","post_id":"4917","mon_id":"1158113","chapter_id":"1158129","question":"<p>Trong các hình d\u01b0\u1edbi \u0111ây, hình nào là hình thang cân?<\/p><p><span class=\"svgedit\"><svg height=\"220\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" 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\" y=\"1.50002\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["EFGH là hình thang cân","BADC là hình thang cân","IJKL là hình thang cân","MNPQ là hình thang cân"],"correct":"3","level":"1","hint":"","answer":"<p>Quan sát hình v\u1ebd ta có:<\/p><p>+ BACD là hình thoi.<\/p><p>+ EFGH là hình ch\u1eef nh\u1eadt.<\/p><p>+ IJKL là hình thang cân.<\/p><p>+ MNPQ là hình bình hành.<\/p><p>V\u1eady \u0111áp án \u0111úng là <strong><span style=\"color:#16a085;\">IJKL là hình thang cân<\/span><\/strong><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"1","date":"2021-10-10 14:14:22","option_type":"txt","len":2},{"id":"9131","post_id":"4917","mon_id":"1158113","chapter_id":"1158129","question":"<p>Trong các hình sau, hình nào là hình bình hành?<\/p><p><span class=\"svgedit\"><svg height=\"220\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"222\" id=\"canvas_background\" width=\"302\" x=\"-1\" 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\" y=\"1.50002\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["EFGH là hình bình hành ","BADC là hình bình hành","IJKL là hình bình hành","MNPQ là hình bình hành"],"correct":"4","level":"1","hint":"","answer":"<p>Quan sát hình v\u1ebd ta có:<\/p><p>+ BACD là hình thoi.<\/p><p>+ EFGH là hình ch\u1eef nh\u1eadt.<\/p><p>+ IJKL là hình thang cân.<\/p><p>+ MNPQ là hình bình hành.<\/p><p>V\u1eady \u0111áp án \u0111úng là <span style=\"color:#16a085;\"><strong>MNPQ là hình bình hành<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"1","date":"2021-10-10 14:17:01","option_type":"txt","len":3}]}