A block with large mass M slides with speed Vo on a frictionless table towards a wall. It collides elastically with a ball with small mass m, which is initially at rest at a distance L from the wall. The ball slides towards the wall, bounces elastically, and then proceeds to bounce back and forth between the block and the wall. a) How close does the block come to the wall ? b) How many times does the ball bounces off the block, by the time the block makes its closest approach to the wall? Assume that M >m.
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