Question

5. Is it table to have a regular polygon with measure
of each exterier angle as 22 ?
​

Answer 1

Answer:

No

Step-by-step explanation:

we know

$\frac{360}{measure \: of \: exterior \: angle} = no.of \: sides \: of \: polygon$

no.of sides = 360/22=16.36

which is not possible value for no.of sides

so a regular polygon cannot have an exterior angle of 22.