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A tennis ball with (small) mass $$m_2$$ rests on the top of a basketball of mass $$m_1$$ which is at a height h above the ground, and the bottom of the tennis ball is at heihgt $$h+d$$ above the ground. The balls are dropped. To what height does the tennis ball bounce with respect to ground? (Assume all collisions to be elastic and $$m_1 > > m_2$$).
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A tennis ball with (small) mass $$m_2$$ rests on the top of a basketball of mass $$m_1$$ which is at a height h above the ground, and the bottom of the tennis ball is at heihgt $$h+d$$ above the ground. The balls are dropped. To what height does the tennis ball bounce with respect to ground? (Assume all collisions to be elastic and $$m_1 > > m_2$$).
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