Let n,m be positive integers where m divides n. When there exists a regular n-gon with area 1, what is the area of the largest regular m-gon inscribed in the n-gon in terms of n and m?
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Let n,m be positive integers where m divides n. When there exists a regular n-gon with area 1, what is the area of the largest regular m-gon inscribed in the n-gon in terms of n and m?