Một chất điểm dao động điều hoà dọc theo tr...
Câu hỏi: Một chất điểm dao động điều hoà dọc theo trục Ox, với O trùng với vị trí cân bằng của chất điểm. Đường biểu diễn sự phụ thuộc li độ x chất điểm theo thời gian t ở hình vẽ H1. Phương trình vận tốc của chất điểm là![](data:image/png;base64,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)
A \(v=12\pi c\text{os}(2\pi t-\frac{\pi }{6})cm/s\)
B \(v=12\pi c\text{os}(2\pi t-\frac{2\pi }{3})cm/s\)
C \(v=60\pi c\text{os}(10\pi t+\frac{5\pi }{6})cm/s\)
D \(v=60\pi c\text{os}(10\pi t-\frac{\pi }{6})cm/s\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi thử THPT QG 2019 môn Vật Lí trường THPT chuyên Lê Thánh Tông - Quảng Nam - Lần 1 (Có lời giải chi tiết)