Why Does Momentum Seem Unequal in a Ball-Wall Collision?

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The discussion centers on the conservation of momentum during a collision between a 1kg ball and a wall. Initially, the ball has a momentum of 5 kg·m/s before the collision and -4 kg·m/s after, leading to confusion about the conservation principle. It is established that conservation of momentum does not apply solely to the ball due to the external force exerted by the wall, which alters the ball's momentum. The overall system, including the wall and Earth, must be considered to fully understand momentum conservation.

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:smile: HELP is NEEDED! :smile:

A 1kg ball hits the wall with V= 5m/s and moves in opposite direction with V =4m/s. P1=5kgm/sec and P2=-4kgm/sec. But P1 must be equal to P2 from conservation of momentum , isn't that true?

THANKS :rolleyes:
 
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alcatras said:
:smile: HELP is NEEDED! :smile:

A 1kg ball hits the wall with V= 5m/s and moves in opposite direction with V =4m/s. P1=5kgm/sec and P2=-4kgm/sec. But P1 must be equal to P2 from conservation of momentum , isn't that true?

THANKS :rolleyes:
NO. Conservation of Momentum does not apply to the ball (as a single entity) because the wall applied a force to the ball, thus changing the ball's momentum. Anytime a net EXTERNAL force is applied to an entity, that entity's momentum will change (and not be conserved).


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alcatras said:
A 1kg ball hits the wall with V= 5m/s and moves in opposite direction with V =4m/s. P1=5kgm/sec and P2=-4kgm/sec. But P1 must be equal to P2 from conservation of momentum , isn't that true?

When you're considering conservation of momentum, you have to consider the momentum of the whole system, not just the ball. When it collides with the wall, some momentum is imparted to the particles in the wall. The wall, however, is stuck to the earth, so momentum is then imparted to the earth! Can you use the equation for momentum to answer why wouldn't notice such a change in the Earth's velocity?
 

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