The image you've uploaded shows a graph with two lines, one blue and one yellow, which are likely representing two linear equations. It looks like you are working with a system of linear equations and need to find the solution by graphing them.

To solve this system by graphing, the point where the two lines intersect represents the solution to the system of equations. From the graph, it appears that the lines intersect at the point $(-4, 2)$.

Would you like help verifying this solution algebraically or any further details about solving systems of equations by graphing?

Here are some related questions to expand on this:

1. How do you derive the equation of a line from its graph?
2. What are the methods for solving systems of linear equations (graphically, substitution, elimination)?
3. How do you check the solution to a system of equations once you find the point of intersection?
4. What happens if two lines are parallel in a system of linear equations?
5. How can you solve a system of equations when there is no intersection (e.g., when the lines are parallel)?

Tip: To graph linear equations, identify the y-intercept (where the line crosses the y-axis) and the slope (rise over run), then plot points and draw the line through them.