Cho hàm số \(y=f(x)\) có đồ thị như hình vẽ:
Câu hỏi: Cho hàm số \(y=f(x)\) có đồ thị như hình vẽ:![](data:image/png;base64,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)
A. 4
B. 2
C. 3
D. 1
Câu hỏi trên thuộc đề trắc nghiệm
40 câu trắc nghiệm Các dạng toán về hàm ẩn liên quan đến GTLN, GTNN của hàm sốA. 4
B. 2
C. 3
D. 1
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