Is it possible to have a regular polygon with measure of each exterior angle as 58degree ? why?can it be an interior angle of a regular polygon?
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1] Total measure of all exterior angles =360°
Measure of each exterior angle =58°
So the number of sides (360/58)sides
the answer will come in decimal.
Means this will not be exterior angle.
2] No it can't be any interior angle also.
Because
122° will be the exterior angle when 58° will the interior angle.
The number of sides [360/122]sides.
the answer will come in decimal.
So it is not possible.
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