+179 Rather conveniently, from the first equation, we have $4x = 4y \rightarrow x = y$.
Thus, we can plug this into the second equation to get $y = 2y+6$. Solving this equation gives us $\boxed{y = -6}$, which is our solution.
+179 Rather conveniently, from the first equation, we have $4x = 4y \rightarrow x = y$.
Thus, we can plug this into the second equation to get $y = 2y+6$. Solving this equation gives us $\boxed{y = -6}$, which is our solution.
