Tìm hàm số có đồ thị như hình vẽ dưới đây:
Câu hỏi: Tìm hàm số có đồ thị như hình vẽ dưới đây:![](data:image/png;base64,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)
A. \(y = \left| {x - 3} \right| - \left| x \right| + x\)
B. \(y = \left| {3x - 2} \right| - \left| {x + 1} \right| - x\)
C. \(y = x + \left| {x - 2} \right| - \left| {x + 2} \right|\)
D. \(y = \left| {2x - 1} \right| - 2x + \left| x \right|\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề cương ôn thi giữa HK1 môn Toán 10 năm học 2019 - 2020