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How many turns would a tennis ball make if it were rolled from one end of a tennis court to the another?
Ball diameter = 2.63ins
78 feet X 12 (inches) Court length
And pi = 3 1/7
C of ball = 8.26346 inches
Court length = 936 inches
Therefore the number of revolutions rolling along a sheer surface of a court = 113.2697
(all approximate, of course!)
So there would be roughly 113 complete 'turns' of the rolling ball from baseline to baseline
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