Two Particle A and B are moving with uniform velocities of 20m/sec and 10m/sec as shown in the shown in the figure. The Magnitude of angular velocity of A with respect to B.when their separation (AB) is 10 meter is

A particle is moving in x-y plane as shown in the figure. Angular velocity of the particle with respect to the origin is

A particle is moving with constant speed v in xy plane as shown in figure. The magnitude of its angular velocity about point O is

Two particles A and B are moving as shown in figure. At this moment of time, the angular speed of A with respect to B is?

Particle A moves along X-axis with a uniform velocity of magnitude 10 m/s. Particle B moves with uniform velocity 20 m/s along a direction making an angle of 60° with the positive direction of X-axis as shown in the figure. The relative velocity of B with respect to that A is

If a particle is moving with uniform velocity 20 m//s on a circular track of radius 10 m, then the magnitude of change in velocity in half revolution will be

Two particles A and B of mass 3kg and 2kg moving with speed 10m//s and 5m//s as shown in figure. Find the maximum momentum that particle B can have after collision with B .

A ball of mass 0.2 kg moves with a velocity of 20m//sec and it stops in 0.1 sec , then the force on the ball is

Two particles A and B of mass 3kg and 2kg moving with speed 10m//s and 5m//s as shown in figure. Find the maximum momentum that particles A can have after collision with B .

Particles A and B move with constant and equal speeds in a circle as shown in (Fig. 5.164). Find the angular velocity of the particle A with respect to B , if the angular velocity of particle A w.r.t. O is omega . .

The velocity of a body moving with a uniform acceleration of 2m//sec^(2) is 10m//sec . Its velocity after an interval of 4sec is