Hai mặt phẳng đỡ tạo với mặt phẳng nằm ngang các g...
Câu hỏi: Hai mặt phẳng đỡ tạo với mặt phẳng nằm ngang các góc 45°. Trên hai mặt phẳng đó người ta đặt một quả tạ hình cầu có khối lượng 5 kg. Bỏ qua ma sát và lấy g = 10${m}{/}{s}^{2}$. Hỏi áp lực của quả cầu lên mỗi mặt phẳng đỡ bằng bao nhiêu ?
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)
A. 25 N
B. 30 N
C. 50 N
D. 25√2 N
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm vật lý 10 bài 17: Cân bằng của một vật chịu tác dụng của hai lực và của ba lực không song song