For this case we have the following system of equations:
Equation A: [tex]2x + (1/4) y = 3[/tex]
Equation B: [tex](2/3) x - y = 6[/tex]
We multiply Equation B by -3 and obtain:
[tex] -2x + 3y = -18
[/tex]
Adding both equations we have:
[tex] (1/4) y + 3y = 3 - 18
[/tex]
From here, we obtain the value of y.
Answer:
[tex] A - 3B
[/tex]
option 1
