Answer:
The measure of angle MLN is 80°
Explanation:
The arc length is equal to its central angle.
In this case, we have the central angle MLN, and its subtended arc 80°.
![\angle MLN = m(MN)=80\°](https://img.qammunity.org/2021/formulas/mathematics/high-school/m5lfbz967gkp8pz86rgq7n98hmk3w2pjqc.png)
Therefore, the measure of angle MLN is 80°, equal to its subtended arc. (assuming that MLN is a central angle).