Cho các enzyme và cơ chất dưới đây, chọn cặp enzym...
Câu hỏi: Cho các enzyme và cơ chất dưới đây, chọn cặp enzyme cơ chất phù hợp với nhau.![](data:image/png;base64,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)
A 1d, 2c, 3b, 4A
B 1d, 2b, 3a, 4C.
C 1d, 2a, 3c, 4B
D 1d, 2a, 3b, 4c.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi HK 1 môn Sinh lớp 10 THPT Chuyên Lương Thế Vinh - Đồng Nai - Năm 2017 - 2018 (có lời giải chi tiết)