Sơ đồ dưới đây mô tả con đường chuyển hóa giả định...
Câu hỏi: Sơ đồ dưới đây mô tả con đường chuyển hóa giả định, mũi tên chấm gạch chỉ sự ức chế ngược. Nếu chất G và F dư thừa thì trong tế bào, nồng độ chất nào sẽ gia tăng một cách bất thường?![](data:image/png;base64,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)
A Chất H
B Chất A
C Chất B
D Chất C
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)