A smooth wedge of mass M is pushed with an acceleration `a=gtantheta` and a block of mass m is projected down the slant with a velocity v relative to the wedge.
Q. The normal reaction between wedge and block is:

A smooth wedge of mass M is pushed with an acceleration a=gtantheta and a block of mass m is projected down the slant with a velocity v relative to the wedge. Q. The normal reaction offered by ground to the wedge is:

A smooth wedge of mass M is pushed with an acceleration a=gtantheta and a block of mass m is projected down the slant with a velocity v relative to the wedge. Q. The normal reaction offered by ground to the wedge is:

A smooth wedge of mass M is pushed with an acceleration a=gtantheta and a block of mass m is projected down the slant with a velocity v relative to the wedge. The horizontal force applied on the wedge is:

A smooth wedge of mass M is pushed with an acceleration a=gtantheta and a block of mass m is projected down the slant with a velocity v relative to the wedge. The horizontal force applied on the wedge is:

A smooth wedge of mass M is pushed with an acceleration a=gtantheta and a block of mass m is projected down the slant with a velocity v relative to the wedge. Q. The time taken by the block to reach the ground is:

A smooth wedge of mass M is pushed with an acceleration a=gtantheta and a block of mass m is projected down the slant with a velocity v relative to the wedge. Q. The time taken by the block to reach the ground is:

A block of mass 'm' is placed on wedge of mass 'M'. If all the surfaces are smooth Normal reaction between the wedge and block is

A smooth wedge of mass M is pulled towards left with an acceleration a= g cot theta on a horizontal surface and a block of mass m is released w.r.t. wedge. Then answer the following Normal reaction offered by ground to the wedge is

A block of mass 'm' is kept on a smooth moving wedge. If the acceleration of the wedge is 'a'

A smooth wedge of mass M rests on a smooth horizontal surface. A block of mass m is projected from its lowermost point with velocity v_(0) . What is the maximum height reached by the block?