The circle above has \(10\) points on its edge. How many different quadrilaterals can be drawn that use four of these

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The circle above has \(10\) points on its edge. How many different quadrilaterals can be drawn that use four of these points as its vertices?

A. \(210\)
B. \(120\)
C. \(60\)
D. \(24\)
E. \(10\)

OA A
Source: — Problem Solving |