Compute for the sum of interior angels of the following polygons
1. 17-gon
2. 32-gon
3. 19-gon
4. 50-gon
Explanation:
The sum of interior angles of an n gon is defined by:
sum = (n - 2)180°
Solve:
1. 17-gon
sum = (n - 2)180°
= (17 - 2)180°
= (15)180°
= 2700°
2. 32-gon
sum = (n - 2)180°
= (32 - 2)180°
= (30)180°
= 5400°
3. 19-gon
sum = (n - 2)180°
= (19 - 2)180°
= (17)180°
= 3060°
4. 50-gon
sum = (n - 2)180°
= (50 - 2)180°
= (48)180°
= 8640°
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