Cho hàm số \(y=f(x)\) có đạo hàm trên R và có đồ t...
Câu hỏi: Cho hàm số \(y=f(x)\) có đạo hàm trên R và có đồ thị như hình vẽ bên. Hỏi đồ thị của hàm số \(y = {f^2}\left( x \right)\) có bao nhiêu điểm cực đại, cực tiểu?![](data:image/png;base64,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)
A. 1 điểm cực đại, 2 điểm cực tiểu.
B. 2 điểm cực đại, 3 điểm cực tiểu.
C. 3 điểm cực đại, 2 điểm cực tiểu.
D. 2 điểm cực đại, 2 điểm cực tiểu.
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT Quốc Gia năm 2019 môn Toán Trường THPT Đồng Đậu lần 1