Cho hệ cơ học như hình vẽ, bỏ qua ma sát, khối lượ...
Câu hỏi: Cho hệ cơ học như hình vẽ, bỏ qua ma sát, khối lượng của lò xo. Lúc đầu hệ cân bằng. Nén lò xo một đoạn l sau đó thả ra.
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)
Khi chuyển động từ M đến O, động năng và thế năng của vật thay đổi như thế nào?
A. Động năng giảm, thế năng tăng.
B. Động năng tăng, thế năng giảm.
C. Động năng và thế năng không thay đổi.
D. Động năng tăng, thế năng không thay đổi.
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm Vật lý 8 bài 17: Sự chuyển hoá và bảo toàn công năng