Đồ thị sau đây là của hàm số nào?
Câu hỏi: Đồ thị sau đây là của hàm số nào?![](data:image/png;base64,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)
A \(y = \dfrac{{2x + 1}}{{x + 1}}\).
B \(y = \dfrac{{x - 1}}{{x + 1}}\).
C \(y = \dfrac{{x + 2}}{{x + 1}}\).
D \(\dfrac{{x + 3}}{{1 - x}}\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG môn Toán trường THPT Nguyễn Viết Xuân - Vĩnh Phúc - Lần 1 - Năm 2019 - Có lời giải chi tiết