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In a regular polygon, if the number of diagonals is k times the number of sides and each interior angle is θ, then k is: A3θ−2π2π−2θ B4θ−π2π−2θ C3θ−π2π−2θ D3(θ−π)2(π−θ)Submit Can a polyhedron have 10 faces, 20 edges and 15 vertices?