Answer:

Explanation:
Statement:
- Angles on a straight line add up to 180 degrees.
Solution:
∠DRY + ∠YRH = 180°
Given that,
∠DRY = 4c + 118, ∠YRH = 6c + 22
So,
4c + 118 + 6c + 22 = 180
4c + 6c + 118 + 22 = 180
10c + 140 = 180
- Subtract 140 from both sides
10c = 180 - 140
10c = 40
c = 40/10
c = 4
We know that,
∠DRY = 4c + 118
Put c = 4
∠DRY= 4(4) + 118
∠DRY= 16 + 118
∠DRY= 134°
![\rule[225]{225}{2}](https://img.qammunity.org/2024/formulas/mathematics/high-school/yk3l6bxs46equldxx0z8qla0zuvm8l328e.png)