FIND THA NUMBER OF SIDES OF A REGULAR POLYGON IF EACH EXTERIOR ANGLE MEASURES. 30'

Nizam, you should also indicate what you have done to try to solve this.

And please release the "caps lock" key. Using ALL CAPS is considered shouting on the Internet.

The exterior angles of a regular polygon are all equal, and for a polygon of n sides, they are

360/n ° each.
So .....

To find the number of sides of a regular polygon given that each exterior angle measures 30 degrees, you can use the following formula:

Number of sides = 360 degrees / Exterior angle

In this case, the exterior angle is given as 30 degrees. Substituting this value into the formula:

Number of sides = 360 degrees / 30 degrees
Number of sides = 12

Therefore, the regular polygon has 12 sides.