A projectile of mass 5m is projected at 40m/s at 75^(@) above horizontal It explodes at highest point into two fragments The smaller part of mass m falls at the point of projection.Where does the other part fall? (distance from point of projection) (A) 60m (B)40m (C)100 (D)80

A body of mass m is projected from ground for horizontal range R . At the highest point it is fragmented into two identical parts. If one parts returns back to the point of projection, then other part will have the horizontal range

A particle of mass m=1kg is projected with speed u=20sqrt(2)m//s at angle theta=45^(@) with horizontal find the torque of the weight of the particle about the point of projection when the particle is at the highest point.

A ball is projected with 20sqrt2 m//s at angle 45^(@) with horizontal.The angular velocity of the particle at highest point of its journey about point of projection is

A particle of mass m is projecte dwilth speed u at an angle theta with the horizontal. Find the torque of the weight of the particle about the point of projection when the particle is at the highest point.

A particle of mass m is projected with an initial velocity U at an angle theta to the horizontal. The torque of gravity on projectile at maximum height about the point of projection is

A particle is projected with a velocity 10 m//s at an angle 37^(@) to the horizontal. Find the location at which the particle is at a height 1 m from point of projection.

A shell of mass 2m fired with a speed u at an angle theta to the horizontal explodes at the highest point of its trajectory into two fragments of mass m each. If one fragment falls vertically, the distance at which the other fragment falls from the gun is given by :

A ball is projected form top of a tower with a velocity of 5m//s at an angle of 53^(@) to horizontal. Its speed when it is at a height of 0.45m from the point of projection is:

A body is projected with a speed 160 m/s at an angle 53^(@) with the horizontal, At the highest point, body explodes into two pieces with mass ratio 1:3. Smaller piece comes to rest immediately after explosion. Find the distance of point from point of projection where heavier piece strikes the horizontal surface.