Từ điểm A của một mặt bàn phẳng nghiêng, người ta...
Câu hỏi: Từ điểm A của một mặt bàn phẳng nghiêng, người ta thả một vật có khối lượng m = 0,2kg trượt không ma sát với vận tốc ban đầu bằng 0 rơi xuống đất. Cho AB = 50cm, BC = 100cm, AD = 130cm, ${g}{=}{10}{m}{/}{s}^{2}$. Bỏ qua lực cản không khí. Vận tốc của vật tại điểm B có giá trị là?
![](data:image/png;base64,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)
A. 2,45m/s
B. 5,1m/s
C. 1,22m/s
D. 6,78m/s
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm vật lý 10 bài 27: Cơ năng