1. The problem asks for the solution to a system of two linear equations based on their graph. 2. The solution to a system of linear equations is the point where the two lines intersect. 3. From the graph description: - The first line has a negative slope, crosses the y-axis at 6, and the x-axis at 6. - The second line has a positive slope, crosses the y-axis at -6, and the x-axis at -1. - The lines intersect approximately at the point $(1, 4)$. 4. Since the solution to the system is the intersection point, the solution is $x=1$ and $y=4$. 5. This means the values $(1,4)$ satisfy both equations represented by the lines. Final answer: The solution to the system of equations is $(1, 4)$.