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I'll assume the Bowling ball is a perfect sphere (with finger holes cut out).

If the radius of the ball is r, then its diameter is 2r.

The ball fits snugly in the box, so its diameter must be the length of one of the sides of the box. Thus the volume of the box is 8r3.

The volume of the ball is 4/3πr3

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Q: A bowling ball fits tightly against all sides of a cardboard box that it is packaged in Find expressions for the volume of the ball and box Leave π in your answer?
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