A body is thrown horizontally with a velocity (v) from a towr ` H` metre high .After how much time and at what distance from the base of the towrt will the body strike the ground ?

A ball is thrown horizontally with speed 20 m//s from a tower of height 80 m . (a) After how much time and at what horizontal distance from the foot of tower it strikes the ground. (b) Find the magnitude and direction of the velocity with which it strikes the ground. ( c) Find the velocity vector of ball after 1 s . (d) Trajectory followed by the ball.

A ball is thrown horizontally with speed 10 m//s from the top of tower of height 80 m . After how much time and at what horizontal distance from the tower it strikes the ground ?

A body projected horizontally with a velocity V from the top of a tower of height h touches the level ground at a distance X from the foot of the tower. Another body is projected horizontally with velocity 2V simultaneously from the same point exactly in the opposite direction. On reaching the ground, separation between the two bodies is?

A body of mass m thrown horizontally with velocity v, from the top of tower of height h touches the level ground at a distance of 250m from the foot of the tower. A body of mass 2m thrown horizontally with velocity v//2 , from the top of tower of height 4h will touch the level ground at a distance x from the foot of tower. The value of x is

A body of mass m thrown horizontally with velocity v, from the top of tower of height h touches the level ground at a distance of 250m from the foot of the tower. A body of mass 2m thrown horizontally with velocity v//2 , from the top of tower of height 4h will touch the level ground at a distance x from the foot of tower. The value of x is

A body of mass m thrown horizontally with velocity v, from the top of tower of height h touches the level ground at a distance of 250m from the foot of the tower. A body of mass 2m thrown horizontally with velocity v//2 , from the top of tower of height 4h will touch the level ground at a distance x from the foot of tower. The value of x is