What is it minimum interior angle possible for a regular polygon? Why?
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If it is a regular polygon, then its number of sides must be a whole number. (b) If 22° is an interior angle, then 180° - 22°, i.e. 158° is exterior angle. Thus, 22° cannot be an interior angle of a regular polygon.
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Interior angle of equilateral triangle is 60° which is the minimum interior angle possible for the regular polygon.
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