Hình vẽ bên là đồ thị hàm số nào trong các hàm số...
Câu hỏi: Hình vẽ bên là đồ thị hàm số nào trong các hàm số đã cho?![](data:image/png;base64,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)
A. \(y = {x^3} - 3{x^2} + 2.\)
B. \(y = {x^3} + 3x + 2.\)
C. \(y = - {x^3} - 3x + 2.\)
D. \(y = {x^3} - 3x - 2.\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi học kì 1 môn Toán lớp 12 Trường THPT Phan Đình Phùng năm 2017 - 2018 (Phần trắc nghiệm)