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 dưới đây![](data:image/png;base64,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)
A. 0
B. 1
C. 2
D. 3
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