Cho hàm số \(y=f(x)\) có đồ thị như hình vẽ bên dư...
Câu hỏi: Cho hàm số \(y=f(x)\) có đồ thị như hình vẽ bên dưới:![](data:image/png;base64,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)
A. 0
B. Vô số
C. 4
D. 3
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi THPT QG năm 2019 môn Toán Trường THPT Chuyên Lương Văn Tụy lần 2