The measure of each interior angle of a regular polygon with n sides is [(n - 2)180 / n] degrees. What is the measure of each interior angle of a regular polygon with n sides, in radians?
A. (n - 2)pi / 4n
B. (n - 2)pi / 2n
C. (n - 2)pi / n
D. (n - 2)2pi / n
E. (n - 2)4pi / n
2 answers
well, just plug in 180 = pi
Measure of each interior angle
=(N-2)(180)_n
=(N-2)(180)_n
4 answers