355269 A small sphere and a big sphere are released from rest with a very small gap from height \(h\) as shown in the figure. The mass of bigger sphere is very large as compared to the mass of smaller sphere. Assume that the collision is perfectly elastic. Find maximum height reached by the smaller sphere after collision.

355270 Assertion :
In elastic collision, total mechanical energy is conserved.
Reason :
Kinetic energy is always conserved in any collision.

355271 A body of mass \(M\) moves with velocity \(v\) and collides elastically with another body of mass \(m\) \((\mathrm{M}>>\mathrm{m})\) at rest then the velocity of body of mass \(m\) is

355272 Two particles of masses \(m\) and 2 \(m\) moving in opposite directions collide elastically with velocities \(v\) and \(2 v\) respectively. The velocity of 2 \(m\) after collision is:

355269 A small sphere and a big sphere are released from rest with a very small gap from height \(h\) as shown in the figure. The mass of bigger sphere is very large as compared to the mass of smaller sphere. Assume that the collision is perfectly elastic. Find maximum height reached by the smaller sphere after collision.

355270 Assertion :
In elastic collision, total mechanical energy is conserved.
Reason :
Kinetic energy is always conserved in any collision.

355271 A body of mass \(M\) moves with velocity \(v\) and collides elastically with another body of mass \(m\) \((\mathrm{M}>>\mathrm{m})\) at rest then the velocity of body of mass \(m\) is

355272 Two particles of masses \(m\) and 2 \(m\) moving in opposite directions collide elastically with velocities \(v\) and \(2 v\) respectively. The velocity of 2 \(m\) after collision is:

355269 A small sphere and a big sphere are released from rest with a very small gap from height \(h\) as shown in the figure. The mass of bigger sphere is very large as compared to the mass of smaller sphere. Assume that the collision is perfectly elastic. Find maximum height reached by the smaller sphere after collision.

355270 Assertion :
In elastic collision, total mechanical energy is conserved.
Reason :
Kinetic energy is always conserved in any collision.

355271 A body of mass \(M\) moves with velocity \(v\) and collides elastically with another body of mass \(m\) \((\mathrm{M}>>\mathrm{m})\) at rest then the velocity of body of mass \(m\) is

355272 Two particles of masses \(m\) and 2 \(m\) moving in opposite directions collide elastically with velocities \(v\) and \(2 v\) respectively. The velocity of 2 \(m\) after collision is:

355269 A small sphere and a big sphere are released from rest with a very small gap from height \(h\) as shown in the figure. The mass of bigger sphere is very large as compared to the mass of smaller sphere. Assume that the collision is perfectly elastic. Find maximum height reached by the smaller sphere after collision.

355270 Assertion :
In elastic collision, total mechanical energy is conserved.
Reason :
Kinetic energy is always conserved in any collision.

355271 A body of mass \(M\) moves with velocity \(v\) and collides elastically with another body of mass \(m\) \((\mathrm{M}>>\mathrm{m})\) at rest then the velocity of body of mass \(m\) is

355272 Two particles of masses \(m\) and 2 \(m\) moving in opposite directions collide elastically with velocities \(v\) and \(2 v\) respectively. The velocity of 2 \(m\) after collision is: