Toán lớp 3 - Sách Kết nối tri thức - Đề kiểm tra 15 phút - Toán lớp 3 - Sách Kết nối tri thức - Tháng 11 - Số 2
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\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>","options":"","correct":["500"],"answer":"<p>S\u1ed1 c\u1ea7n \u0111i\u1ec1n là <span style=\"color:#16a085;\"><strong>500<\/strong><\/span>.<\/p><p>Hai qu\u1ea3 cân n\u1eb7ng s\u1ed1 gam là 250 + 250 = 500 (g).<\/p><p>Vì m\u1ed9t gói n\u1eb7ng b\u1eb1ng hai qu\u1ea3 cân nên m\u1ed9t gói mu\u1ed1i cân n\u1eb7ng 500 g.<\/p>","type":"blank","user_id":"131","test":"1","date":"2025-08-10 10:10:33"},{"id":"10447","test_id":"703","question":"<p>M\u1ed7i cái bánh n\u1eb7ng 10 g. M\u1ed7i h\u1ed9p bánh có 10 cái bánh. M\u1ed7i thùng bánh có 10 gói bánh. H\u1ecfi 1 thùng bánh nh\u01b0 th\u1ebf n\u1eb7ng bao nhiêu ki-lô-gam?<\/p>","options":["<strong>A.<\/strong> 1 kg.","<strong>B.<\/strong> 5 kg.","<strong>C.<\/strong> 10 kg.","<strong>D.<\/strong> 2 kg."],"correct":"1","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>A.<\/strong> 1 kg.<\/span><\/p><p>M\u1ed7i h\u1ed9p bánh n\u1eb7ng 10 x 10 = 100 (g).<\/p><p>M\u1ed7i thùng bánh n\u1eb7ng 100 x 10 = 1000 (g).<\/p><p>\u0110\u1ed5i 1000 g = 1 kg.<\/p><p>\u0110áp s\u1ed1: 1 kg.<\/p>","type":"choose","user_id":"131","test":"1","date":"2025-08-10 10:18:22"}]}