A right uniform bar AB of length L is slipping from its vertical position on a frictionless floor (as shown in the figure.) At some instant of time, the angle made by the bar with the vertical is $\theta$. Which of the following statements about its motion is/are correct?
Select ALL correct options:
A
When the bar makes an angle $\theta$ with the vertical, the displacement of its midpoint from the initial posiiton is proportional to $(1-\cos \theta)$
B
The midpoint of the bar will fal vertically downward
C
Instantaneous torque about the point in contact with the floor is proportional to sin $\theta$
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