Question

Question 6 of 13Question 6 (1 point)Find the measure(s) of the exterior angle(s) of the polygon.34°XtoThe measure of the missing exterior angles of the polygon are degrees anddegrees.

Answer 1

The sum of exterior angles of a polygon is 360⁰

There are four exterior angles in the given polygon or quadrilateral which sum up to 360⁰

Hence,

`\begin{gathered} x^0+x^0+34+90=360^0 \\ 2x^0+124^0=360^0 \\ 2x^0=236^0 \\ x=(236)/(2) \\ x=118^0 \end{gathered}`

Therefore, the measure of the missing exterior angles of the polygon are 118 degrees and 118 degrees