A rigid uniform bar \( A B \) of length \( L \) is slipping from its vertical position on a fric...
0A rigid uniform bar \( A B \) 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
P with the vertical is \( \theta \). Which of the following statements
W about its motion is/are correct?
(1) When the bar makes an angle \( \theta \) with the vertical, the displacement of its midpoint from the initial position is proportional to \( (1-\cos \theta) \)
(2) The midpoint of the bar will fall vertically downward
(3) Instantaneous torque about the point in contact with the floor is proportional to \( \sin \theta \)
(4) The trajectory of the point \( A \) is a parabola
π²PW App Link - https://bit.ly/YTAI_PWAP
πPW Website - https://www.pw.live