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5 votes
Find the sum of the angle measures of each polygon 50 - gon

User Jcarrera
by
4.1k points

2 Answers

5 votes

Answer:

8640°

Explanation:

Formula: 180(n-2) = 180(50-2) = 8640

User LuckyHK
by
4.4k points
6 votes

To be able to find the sum of all angles in a 50 - gon, we will be using the following formula:


\text{ (n - 2) x 180}

Where,

n = number of sides = 50

We get,


\text{ (n - 2) x 180}
\text{ = (50 - 2) x 180}
\text{ = 48 x 180}
\text{ = 8,640}^(\circ)

Therefore, the sum of all angles inside a polygon is 8,640

User Fabballe
by
4.9k points