Answer
$(4,3)$
Work Step by Step
For the first equation $3x-2y=6$, the $x$ and $y$ intercepts are found as $(2,0)$ and $(0,-3)$ by substituting $0$ for $y$ and $x$ values in the equation respectively.
Similarly, for the second equation $x-4y=-8$, the $x$ and $y$ intercepts are found as $(-8,0)$ and $(0,2)$ by substituting $0$ for $y$ and $x$ values in the equation respectively.
Now, graph each equation as a line passing through the intercepts. The lines intersect at point $(4,3)$ which represents the solution.
The graph is as below.