A rod length AB is moving with ends remaining in contact with frictionless wall and floor . If at the instant shown , the velocity of the and B is `3 m s^(-1)` towards the negative x-direction , then the magnitude of the velocity of the end A wll be

The velocity of point A on the rod is 2ms^(-1) (leftwards) at the instant shown in fig. The velocity of the point B on the rod at this instant is

The velocity of point A on the rod is 2ms^(-1) (leftwards) at the instant shown in fig. The velocity of the point B on the rod at this instant is

A conducting rod AB of length l is projected on a frictionless frame PSRQ with velocity v_(0) at any instant. The velocity of the rod after time t is

The instaneous velocity of point B of the given rod of length 0.5 is 3m/s in the represented direction. The angualr velocity of the rod for minimum velocity of end A is

The instaneous velocity of point B of the given rod of length 0.5 is 3m/s in the represented direction. The angualr velocity of the rod for minimum velocity of end A is

A rod of length L is sliding on a frictionless surface as shown in the figure. Velocity of end A is 4m//s along the wall. Find the velocity of end B, when end B makes 30^(@) with wall PQ.

A rod of length L is sliding on a frictionless surface as shown in the figure. Velocity of end A is 4m//s along the wall. Find the velocity of end B, when end B makes 30^(@) with wall PQ.

A rod AB of length L and mass M is free to move on a frictionless horizontal surface . It is moving with a velocity v , as shown in figure. End B of rod AB strikes the end of the wall. Assuming elastic impact , the angular velocity of the rod AB , just after

A rod of length 1m is sliding in a corner as shown. At an instant when the rod makes an angle of 60^(@) with the horizontal plane, the velocity of point A on the rod is 1 m/s. The angular velocity of the rod at this instant is :