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Home Ôn thi tốt nghiệp THPT môn Sinh học - Lớp 12Đề tham khảo tốt nghiệp THPT môn Sinh học năm 2025 của THPT Chu Văn An (Thanh Hóa)

Ôn thi tốt nghiệp THPT môn Sinh học - Lớp 12 - Đề tham khảo tốt nghiệp THPT môn Sinh học năm 2025 của THPT Chu Văn An (Thanh Hóa)

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y=\"-0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> Exon 1.","B.<\/strong> Vùng \u0111i\u1ec1u hòa.","C.<\/strong> Exon 3.","D.<\/strong> Vùng k\u1ebft thúc."],"correct":"2","answer":"Ch\u1ecdn B.<\/strong> Vùng \u0111i\u1ec1u hòa.<\/span><\/p>Vùng \u0111i\u1ec1u hòa<\/strong> mang tín hi\u1ec7u m\u1edf \u0111\u1ea7u quá trình phiên mã.<\/p>","type":"choose","user_id":"131","test":"1","date":"2025-06-23 10:43:48"},{"id":"6968","test_id":"579","question":"Các hình d\u01b0\u1edbi \u0111ây mô t\u1ea3 s\u1ef1 thay \u0111\u1ed5i hàm l\u01b0\u1ee3ng DNA trong nhân m\u1ed9t t\u1ebf bào c\u1ee7a m\u1ed9t loài th\u1ef1c v\u1eadt l\u01b0\u1ee1ng b\u1ed9i \u1edf các pha khác nhau c\u1ee7a chu kì t\u1ebf bào.<\/p><svg height=\"300\" width=\"278\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> <title><\/title> <rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"280\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" 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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>Th\u1ee9 t\u1ef1 \u0111úng các giai \u0111o\u1ea1n c\u1ee7a chu kì t\u1ebf bào là:<\/p>","options":["A.<\/strong> 2 → 4 → 3 → 1.","B.<\/strong> 2 → 3 → 4 → 1.","C.<\/strong> 3 → 4 → 2 → 1.","D.<\/strong> 1 → 4 → 3 → 2."],"correct":"1","answer":"Ch\u1ecdn A.<\/strong> 2 → 4 → 3 → 1.<\/span><\/p>Th\u1ee9 t\u1ef1 \u0111úng các giai \u0111o\u1ea1n c\u1ee7a chu kì t\u1ebf bào là 2 → 4 → 3 → 1<\/strong>.<\/p>Hình 2:<\/strong> Hàm l\u01b0\u1ee3ng DNA \u1edf m\u1ee9c 2C (giai \u0111o\u1ea1n G1).<\/p>Hình 4:<\/strong> Hàm l\u01b0\u1ee3ng DNA t\u0103ng t\u1eeb 2C lên 4C (giai \u0111o\u1ea1n S).<\/p>Hình 3:<\/strong> Hàm l\u01b0\u1ee3ng DNA \u1edf m\u1ee9c 4C (giai \u0111o\u1ea1n G2).<\/p>Hình 1:<\/strong> Hàm l\u01b0\u1ee3ng DNA gi\u1ea3m t\u1eeb 4C xu\u1ed1ng 2C (k\u1ebft thúc giai \u0111o\u1ea1n M).<\/p>","type":"choose","user_id":"131","test":"1","date":"2025-06-23 10:46:36"}]}

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