Question 437773
how to find the area of a regular polygon with 100 sides and with a perimeter of 100 units
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The area of any regular polygon with n sides of length s is
{{{Area = n*s^2*cot(180/n)/4}}}
s = 100/100 = 1
{{{Area = 100*cot(180/100)/4 = 25*cot(1.8)}}}
Area =~ 795.55 sq units