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An equilateral triangle is inscribed in a circle. How many times greater is the area of the circle than the area of the triangle?
A. \(\pi/\sqrt{3}\)
B. \(3\pi/4\)
C. \(4\pi/(3\sqrt{3})\)
D. \(3\)
E. \(2\pi/\sqrt{3}\)
OA C
An equilateral triangle is inscribed in a circle. How many times greater is the area of the circle than the area of the triangle?
A. \(\pi/\sqrt{3}\)
B. \(3\pi/4\)
C. \(4\pi/(3\sqrt{3})\)
D. \(3\)
E. \(2\pi/\sqrt{3}\)
OA C
