Một cái thước AB = 1 m đặt trên mặt bàn nhẵ...
Câu hỏi: Một cái thước AB = 1 m đặt trên mặt bàn nhẵn nằm ngang, có trục quay O cách đầu A một khoảng 80 cm (Hình 18.5). Một lực ${F}_{1}$= 4 N tác dụng lên đầu A theo phương vuông góc với thước và lực thứ hai ${F}_{2}$tác dụng lên đầu B của thước và theo phương vuông góc với thước (không vẽ trên hình). Các lực đều nằm trên mặt phẳng nằm ngang. Nếu thước không chuyển động, thì lực tác dụng của trục quay O lên thước có hướng và độ lớn
![](data:image/png;base64,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)
A. cùng hướng với $\overrightarrow{F}_{1}{}$ và có độ lớn R = 20 N
B. cùng hướng với $\overrightarrow{F}_{1}{}$ và có độ lớn R = 12 N
C. ngược hướng với $\overrightarrow{F}_{1}{}$và có độ lớn R = 16 N
D. ngược hướng với $\overrightarrow{F}_{1}{}$và có độ lớn R = 20 N
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm vật lý 10 bài 18: Cân bằng của một vật có trục quay cố định. Momen lực