Maximum no of points of intersection of the diagonals of convex octagon
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Therefore points of intersection of the diagonal made inside the polygon = nC4 = n! / ( n - 4 )! * 4! here n = number of vertices. maximum number of points of intersection of the diagonal inside the nonagon ( n => 9 ) = 9C4 = 9! / 4!
PLZ MARK AS BRAINLIEST
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