is it possible to have a regular polygon whose each interior angle is 170
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Th measure of an interior angle of a regular polygon of n sides is given by
a=[(n-2)180]/n
170=[(n-2)180]/n
170n=180n-360
-10n=-360
10n=360
n=36
∴it is possible to have a regular polygon whose each interior angle is 170
a=[(n-2)180]/n
170=[(n-2)180]/n
170n=180n-360
-10n=-360
10n=360
n=36
∴it is possible to have a regular polygon whose each interior angle is 170
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