The impulse required to bring an object to a stop and then to "throw it back again" is greater than the impulse required merely to bring the object to a stop
Momentum can be canceled. The momenta (plural form of momentum) of the cannonball and the cannon are equal in magnitude and opposite in direction. Therefore, these momenta cancel each other out for the system as a whole.
If a system undergoes changes wherein all forces are internal as for example in atomic nuclei undergoing radioactive decay, cars colliding, or stars exploding, the net momentum of the system before and after the event is the same.
Whenever objects collide in the absence of external forces, the net momentum of both objects before the collision equals the net momentum of both objects after the collision.
Momentum conservation holds true even in inelastic collisions. Whenever colliding objects become tangled or couple together, a totally inelastic collision occurs.
One of the gliders is loaded so it has three times the mass of the other glider. The loaded glider is initially at rest. The unloaded glider collides with the loaded glider and the two gliders stick together.
The motion of the gliders after the collision is that the combined gliders move with a velocity that is one-third the velocity of the unloaded glider before the collision.
At the microscopic level, perfectly elastic collisions are commonplace. For example, electrically charged particles bounce off one another without generating heat; they don't even touch in the classic sense of the word.