the no. of sides of a regular polygon where each exterior angle has a measure of 45 degree is
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1) we do this by dividing 360° by the number of sides, which is 8
2) calculate the size of each interior angle in the regular octagon . we do this by subtracting the size of each exterior angles,which is
45°,from 180° . A regular polygon has equal exterior angle of 72°
Total measure of ext. angle = 360
measure of each = 45
no.of sides=360/45=8
therefore, the answer is 8
2) calculate the size of each interior angle in the regular octagon . we do this by subtracting the size of each exterior angles,which is
45°,from 180° . A regular polygon has equal exterior angle of 72°
Total measure of ext. angle = 360
measure of each = 45
no.of sides=360/45=8
therefore, the answer is 8
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