Cho hàm số \(y=f(x)\) liên tục trên R và có đồ thị...
Câu hỏi: Cho hàm số \(y=f(x)\) liên tục trên R và có đồ thị như hình vẽ bên.![](data:image/png;base64,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)
A. 4
B. 6
C. 8
D. 12
Câu hỏi trên thuộc đề trắc nghiệm
40 câu trắc nghiệm Các dạng toán về hàm ẩn liên quan đến GTLN, GTNN của hàm số