Cho hàm số \(f(x)\) có bảng biến thiên như sau:
Câu hỏi: Cho hàm số \(f(x)\) có bảng biến thiên như sau:![](data:image/png;base64,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)
A. (3;4)
B. \(\left( { - \infty ;1} \right)\)
C. (2;3)
D. (1;2)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi THPT QG năm 2019 môn Toán Trường THPT Chuyên Lương Văn Tụy lần 2