Find the number of sides of a regular polygon if each of its exterior angle is 108degree
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☆Here is your answer ☆
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Given---
Each exterior angle of the regular polygon = 108°
Let the number of sides in a polygon be x.
Thus, using the formula,
Each exterior angle = 360°/n
108° = 360°/n
n = 3.33
= 3 (approx)
Thus, there will be 3 sodes in the regular polygon.
Note-Henerally sides cannot be in decimals. But if in question it is asked, we will round of it.
____________
☆ Hope it helps. ☆
☆ Have a nice day. ☆
☆Here is your answer ☆
______________
Given---
Each exterior angle of the regular polygon = 108°
Let the number of sides in a polygon be x.
Thus, using the formula,
Each exterior angle = 360°/n
108° = 360°/n
n = 3.33
= 3 (approx)
Thus, there will be 3 sodes in the regular polygon.
Note-Henerally sides cannot be in decimals. But if in question it is asked, we will round of it.
____________
☆ Hope it helps. ☆
☆ Have a nice day. ☆
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