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Physics mechanics question. Answer and explain the following question?

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A table tennis ball is released from a height h above the table. 50% of the kinetic energy is lost at each bounce and none is lost by friction with the air. What was the height reached after the second bounce?

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  1. consider each bounce>

    ball starts from rest, hits with v, and rises to h1

    0 + mgh = 0.5 mv^2 + 0

    loss 1 = 0.50[0.5mv^2] = 0.5[mgh]

    --------------------------------------

    first rising KE1 = 0.5 mgh (50% remaining)



    0.5mgh + 0 (ground) = 0 (new top) + mgh1

    new PE = mgh1 = 0.5mgh

    --------------------------------------...

    o (from rest again) + 0.5 mgh = KE2 (hits again) +0

    loss 2 = 0.5[KE2] = 0.25 mgh

    ball will rise with remaining energy to new height

    0.25 mgh + 0 (ground) = mgh2 + 0 (will come to rest)

    mgh2 = 0.25 mgh

    h2 = 0.25 h

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