A regular polygon has N sides where `N lt 10`. Each of its interior angles is an integer in degrees. How many such polygons are possible ?

3.How many sides in a regular polygon has, if each of its interior angle is 135^(@) ?

How many sides does a regular polygon have if each of its interior angles is 160 ^ @ .

In a regular convex polygon, each interior angle in not more than each exterior angle is not more than each exterior angle. How many such polygons are possible ?