how many sides does a regular polygon have if each of interior angle is 165 degrees
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Sum of All interior angles in a n sided regular polygon = (n-2)×180
so 1 angle of interior angle in that polygon = (n-2)×180/n
Acc to que.
(n-2)×180/n= 165
180n-360=165n
180n-165n=360
15n =360
n=360/15
n= 24
so 1 angle of interior angle in that polygon = (n-2)×180/n
Acc to que.
(n-2)×180/n= 165
180n-360=165n
180n-165n=360
15n =360
n=360/15
n= 24
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