Question

Find the number of sides of a regular polygon whose each interior angle has a measure of 1350 .

with full explanation​

Answer 1

Answer:

each interior angle is 1350° right

right

sum of interior angle is (n-2)*180 where n is the no. of sides

but as it is a regular polygon its angles are all equal so

(sum of interior angles) /no. of sides

will give us the measure of each angle.

so the equation becomes

((n-2)*180)/n = 1350

(n-2)/n = 1350/180

(n-2)/n = 7.5

1-2/n = 7.5

-2/n = = 6.5

1/n = -13/4

n = -4/13

its pretty funny to see this answer but I can guarantee its reliability. but I think the question itself is wrong