A big ball of mass $M$, moving with velocity $u$ strikes a small ball of mass $m$, which is at rest. Finally small ball obtains velocity $u$ and big ball $v$. Then what is the value of $v$
$\frac{{M - m}}{{M }}u$
$\frac{m}{{M + m}}u$
$\frac{{2m}}{{M + m}}u$
$\frac{M}{{M + m}}u$
Two bodies having same mass $40\, kg$ are moving in opposite directions, one with a velocity of $10$$m/s$ and the other with $7\,m/s.$ If they collide and move as one body, the velocity of the combination is ........ $m/s$
A ball is dropped from a height $h$. If the coefficient of restitution be $e$, then to what height will it rise after jumping twice from the ground
Two identical balls $A$ and $B$ are released from the positions shown in figure. They collide elastically on horizontal portion $MN$ . The ratio of the heights attained by $A$ and $B$ after collision will be : (neglect friction)
Write the equation of mass energy equivalence.
Explain the total linear momentum is conserved in an elastic collision and also explain the inelastic collision and completely elastic collision.