[" Two particles of equal mass "m" at "A" and "B" are connected by a rigid light rod "AB" ,lying on a smooth horizontal table.An impulse "J" is applied at "A" in the plane of the "],[" table and perpendicular at "AB" .Then the velocity of particle at A is "]

Two particles connected by a rigid light rod AB, lying on a smooth horizontal table. An impulse J is applied at A in the plane of thetable and perpendicular at AB. Then the velocity of particle at A is

Two particles A and B , each of mass m , are connected by a light rod of length L lying on a smooth horizontal surface. A particle of mass m moving with speed v_(0) strikes to the end of rod and sticks to A as shown . Find (a) the velocity of the center of mass, (b) the angular velocity about the center of mass of system ( A+B+ particle) and (c) the linear speeds of A and B immediately after collision.

A rod AB of mass M and length L lies on smooth horizontal table impulse J is applied to end A as shown in the figure immediately after imparting the impulse :

Two particles each of mass M are connected by a massless rod. The rod is lying on the smooth horizontal surface. If one of the particle is given an impulse MV as shown in the figure then angular velocity of the system would be:

Two particles each of mass M are connected by a massless rod. The rod is lying on the smooth horizontal surface. If one of the particle is given an impulse MV as shown in the figure then angular velocity of the system would be:

Two particles (A and B) of masses m and 2m are joined by a light rigid rod of length L. The system lies on a smooth horizontal table. The particle (A) of mass m is given a sharp impulse so that it acquires a velocity u perpendicular to the rod. Calculate maximum speed of particle B during subsequent motion. By what angle theta will the rod rotate by the time the speed of particle B become maximum for the first time ?

Two particles A and B of equal mass m are attached by a string of length 2l and initially placed over a smooth horizontal table in the positoin shown in fig. particle B is projected across the table with speed u perpendicular to AB as shown in the figure. find the velocities of each particle after the string becomes taut and the magnitude of the impulse tension.