Eight distinct points are selected on the circumference of a circle. (A) How many line segments can

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Eight distinct points are selected on the circumference of a circle.

(A) How many line segments can be drawn by joining the points in all possible ways?

(B) How many triangles can be drawn using these 8 points as vertices?

(C) How many quadrilaterals can be drawn using these 8 points as vertices?

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