Xác định vị trí trọng tâm của bản mỏng đồng chất n...
Câu hỏi: Xác định vị trí trọng tâm của bản mỏng đồng chất như hình vẽ. Chọn đáp án đúng.
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)
A. Không nằm trên trục đối xứng
B. Nằm trên trục đối xứng, cách đáy 36,25cm.
C. Nằm trên trục đối xứng, cách đáy 16,5cm
D. Nằm trên trục đối xứng, cách đáy 40,25cm
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm vật lý 10 bài 19: Quy tắc hợp lực song song cùng chiều