Đường cong trong hình vẽ là đồ thị của hàm số nào...
Câu hỏi: Đường cong trong hình vẽ là đồ thị của hàm số nào trong bốn hàm số sau![](data:image/png;base64,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)
A. \(y = \frac{{x - 2}}{{x + 1}}.\)
B. \(y = \frac{{ - 2x + 2}}{{x + 1}}.\)
C. \(y = \frac{{ - x + 2}}{{x + 2}}.\)
D. \(y = \frac{{2x - 2}}{{x + 1}}.\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Toán năm 2019 Trường THPT Bình Minh - Ninh Bình