SOLUTION: . In a parallelogram ABCD the m⦟A (measure of angle A) = 8x - 10 and m⦟B = 2x + 30. Find the value of x.

Algebra ->  Parallelograms -> SOLUTION: . In a parallelogram ABCD the m⦟A (measure of angle A) = 8x - 10 and m⦟B = 2x + 30. Find the value of x.      Log On


   

Question 947136: . In a parallelogram ABCD the m⦟A (measure of angle A) = 8x - 10 and m⦟B = 2x + 30. Find the value of x.
Answer by Zucchini(70) About Me  (Show Source):
You can put this solution on YOUR website!
8x-10 + 2x+30= 180
10x+20=180
10x=160
x=16