find the number of sides of the polygon with the numbers given?

Question

135
36
24

the numbers are a measure of an angle in a regular polygon and i need to find how many sides the polyogn wood have

Answer 1

simple formula if n sides then (n-2) * 180 degrees. is total, here we go

135)
135n = 180n - 360 or 45n = 360 n = 8

36)
36n = 180n - 360 or 144n = 360 n is not integer no soulution

similarly no solution for 24

Answer 2

That equals 195 degrees and a three-sided polygon (triangle) equals 180 degrees, so it would have to be more than three sides. It could be 4 sides equal to 360 degrees if there was a missing angle's degree. Not sure there is enough info.

Answer 3

Any polygon, regular or irregular, complex or simple, has as many angles as it has sides.

The sum of the interior angles of a simple n-gon is (n−2)π radians or (n−2)180 degrees

The measure of any interior angle of a regular n-gon is (n−2)π/n radians or (n−2)180/n degrees.

1.135DEG:
n.135=n-2*(180)
n.=n-2*(180/135)
n=n-2*4/3
3n=4n--8
n=8
2. n.36=n-2*180
n.=n-2*5
n=5n-10
5n-n=10
4n=10
n=5/2=2.5
3. n.24=n-2*180
n=n-2*180/24
n=n-2*7.5
n=7.5n-15
6.5n=15
n=15/6.5
n=2.31

Answer 4

The numbers of what?

Answer 5

What are those numbers? Add details and maybe someone will help you.