A wedge of height 'h' is released from rest with a light particle `P` placed on it as shown. The wedge slides down an incline which makes an angle theta with the horizontal. All the surface are smooth, `P` will reach the surface of the incline in time:

A trolley containing a liquid slides down a smooth inclined plane of angle alpha with the horizontal. Find the angle of inclination theta of the free surface with the horizontal.

A trolley containing a liquid slides down a smooth inclined plane of angle alpha with the horizontal. Find the angle of inclination theta of the free surface with the horizontal.

A particle sides down from rest on an inclined plane of angle theta with horizontal. The distances are as shown. The particle slides down to the position A , where it velocity is v . .

In fig. mass m is being pulled on the incline of a wedge of mass M. All the surfaces are smooth. Find the acceleration of the wedge.

In fig. mass m is being pulled on the incline of a wedge of mass M. All the surfaces are smooth. Find the acceleration of the wedge.

A smooth wedge of mass M is kept at rest on a smooth horizontal surface . Inclined face of the wedge make an angle theta with the horizontal . A particle of mass m collides normal to inclined face of wedge . If speed of the particle just before collision is u and coefficient of restitution is e then find velocity of wedge after collision .