asked 66.9k views
5 votes
Determine the value
of x in this polygon. (PLATO)

Determine the value of x in this polygon. (PLATO)-example-1
asked
User Vandench
by
7.9k points

2 Answers

3 votes

Answer:

136 degress

Explanation:

  1. count the number of sides and plug it into the equation (n-2)180 to get how many degress are in the total polygon
  2. Theres six sides on this polygon so (6-2)180 ----> 4 x 180=720
  3. Then add up all of the angle measurements that you do know. After you add them all up it should give 584
  4. Next you subract 720 from 584 which gives you 136 degress

answered
User Leo Ribeiro
by
8.0k points
2 votes

Answer:

136

Explanation:

No matter what the distribution, all of the interior angles of a convex hexagon will add up to 720 degrees. Therefore, if you subtract all of the known angles in this hexagon from 720, you will find x.

720-134-106-117-119-108=136 degrees. Hope this helps!

answered
User Anthony Rivas
by
8.5k points

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