Answer:
y = -1
x = 3
Explanation:
First, change one of the equation into y = mx + b form.
3x + 2y - (2y) = 7 - (2y)
3x/(3) = (7 - 2y)/(3)
x = 7/3 - 2/3y
Now, plug this equation into the x of the other equation.
(7/3 - 2/3y) - 2y = 5
7/3 - (7/3) - 8/3y = 5 - (7/3)
(-8/3y)/(-8/3) = (8/3)/(-8/3)
y = -1
To find x, substitute -1 for y in either equation and solve.
x - 2(-1) = 5
x + 2 - (2) = 5 - (2)
x = 3