Answer:

Explanation:
We start by multiplying the bottom equation by 3, and add them.
![\begin{aligned} 9x-7y & =-3 \longrightarrow 9x-7y & =-3 \\\\ -3x + 5y & = 9 \overset{* 3}{\longrightarrow}+ \; \; -9x + 15y & = 27 \\\hline 8y & = 24 \end{aligned}]()
Now, divide both sides by 8 to find y:


Now that we know y = 3, we can substitute it into either of the original equations to find x.
Let's substitute it into the top equation:






Therefore, the solution to the system of equations is:
