A ball falls freely from a height of 45m. When the ball is at a height of 25m, it explodes into two equal piece. One of them moves horizontally with a speed of `10ms^(-1)`. The distance between the two pieces on the ground is

A ball is released from height 80 m . When the ball is at height 60 m , it explodes in two parts of mass ratio 1 : 2 . One of them moves horizontally with speed 20 m//s . The distance between the two pecies on the ground is

A ball starts falling under the effect of gravitational force from a height of 45m. When it reaches a height of 25 m. When it reaches a height of 25 m it explodes into two pieces of mass ratio 1:2 . There is no change in the vertical motion of the piece after the explosion but they acquire horizontal velocity. If the heavier piece gains a horizontal velocity of 10ms^(-1) , then the distance between the two pieces when both of them strike the ground is

A ball starts falling under the effect of gravitational force from a height of 45m. When it reaches a height of 25 m. When it reaches a height of 25 m it explodes into two pieces of mass ratio 1:2 . There is no change in the vertical motion of the piece after the explosion but they acquire horizontal velocity. If the heavier piece gains a horizontal velocity of 10ms^(-1) , then the distance between the two pieces when both of them strike the ground is

A ball falls from a height of 10 m. On rebounding, it loses 30% energy. The ball goes upto a height of

A ball is dropped from a height of 10m. It bounces to a height of 6m, then 3.6m and so on. Find the total distance travelled by the ball.