Bảng sau đây cho biết một số đặc điểm trong mô h...
Câu hỏi: Bảng sau đây cho biết một số đặc điểm trong mô hình điều hòa hoạt động của opêron Lac ở vi khuẩn E.coli.![](data:image/png;base64,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)
A 1-a, 2-c, 3-e, 4-b, 5- d.
B 1-d, 2-b, 3-d, 4-e, 5-a.Tổ hợp ghép đôi đúng là
C 1-b, 2-a, 3-c , 4-d, 5-e.
D 1-c, 2-e, 3-a, 4-d, 5-b.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Sinh - THPT Chuyên Nguyễn Quang Diêu - Đồng Tháp - lần 2- năm 2018 (có lời giải chi tiết)