Question

The measure of each interior angle of a regular 6-sided polygon is ?

Answer 1

Answer: 120°

Explanation:

Use the formula for Interior angle of a regular polygon:

`I=(180^o(n-2))/(n)\qquad\text{where n represents the number of sides}\\\\\\I_6=(180^o(6-2))/(6)\\\\\\.\quad =(180^o(4))/(6)\\\\\\.\quad =30^o(4)\\\\\\.\quad =\large\boxed{120^o}`