Answer:
x = 103°
y = 31°
Step-by-step explanation:
Here we have two parallel lines cut by a transversal. X is equal to the angle above 77° and is also supplementary to 77°. This means that the total of x and 77° are equal to 180°.
1. x + 77° = 180°
2. x = 103°
Now that we have x, we can solve y. (5y - 52)° is equal to x (103°). Using this information, we can solve the value of y.
1. 5y - 52° = 103°
2. 5y = 155°
3. y = 31°
