A tennis ball hasLines of symmetry.
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The 3 axes are axes of symmetry under a half-turn, but only Ox and Oy swap the two portions of the sphere defined by the curve. ... It corresponds more or less to the actual curve on a real tennis ball. This curve, parametrized by , is the intersection of two cylinders with perpendicular axes: .
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Question:-
A tennis ball has_______lines of symmetry
Solution:-
Infinitely many
Explanation:-
Because it is in round shape
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