Bouncing OF Ball(1-Dimension)||Bouncing OF When Thrown From Some Light||Bouncing OF Ball as Projectile

A ball released from a certain height strikes the ground after 2 second. After bouncing from the ground it rises to the highest point in 1 second. What is the coefficient of restitution?

A tennis ball is lying on a rigid floor. A steel ball is dropped on it from some height. The steel ball bounces vertically after hitting the ball on the floor. It possible that the tennis ball with also bounce ?

The phenomenon of bouncing back of the light energy from the surface of the mirror is

A tennis ball bounces down a flight of stairs, striking each step in turn and rebounding to half to height of the step. The coefficient of restitution is

A ball of mass m is dropped from a height of 20 m . The ball loses 20 per cent of its kinectic energy in striking the ground . What will be the height to which the ball will bounce ? Where does this lost energy go ?

A ball of mass 2kg dropped from a height H above a horizontal surface rebounds to a height h after one bounce. The graph that relates H to h is shown in figure. If the ball was dropped from an initial height of 81 m and made ten bounces, the kinetic energy of the ball immediately after the second impact with the surface was

(d) tangent to the X-axis13. A ball is dropped from a height of Sm. Assuming that on eachbounce the ball returns to 60% of its height attained on theprevious bounce and the ball continues to bounceindefinitely. The total distance the will travel is:(a) 25 m(b) 20 m(c) 15 m(d)12.5 m