(n-2)(180)/n=2*360/n

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Solution for (n-2)(180)/n=2*360/n equation: 


D( n )

n = 0

n = 0

n = 0

n in (-oo:0) U (0:+oo)

(180*(n-2))/n = (2*360)/n // - (2*360)/n

(180*(n-2))/n-((2*360)/n) = 0

(180*(n-2))/n-720*n^-1 = 0

(180*(n-2))/n-720/n = 0

180*(n-2)-720 = 0

180*n-1080 = 0

(180*n-1080)/n = 0

(180*n-1080)/n = 0 // * n

180*n-1080 = 0

180*n-1080 = 0 // + 1080

180*n = 1080 // : 180

n = 1080/180

n = 6

n = 6

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