#### Answer

(-8,-11)

#### Work Step by Step

We can graph the first equation by using the slope and the y-intercept. Both equations are in the form of y=mx+b where m is the slope and b is the y-intercept. The first equation is:
1. y=3x+13
First start by plotting the point (0,13) because 13 in the equation is the y-intercept. Then from that point, go up three units and 1 unit to the right and plot the next point because the slope or "m" is ($\frac{3}{1}$). Then you can use a ruler and draw a line between the two points.
For the second equation we can do the same and use the slope and y-intercept. The second equation is:
2. y=x-3
First plot the point (0, -3) because -3 in the equation is "b" or the y-intercept. Then go up one unit and right 1 unit since the slope is ($\frac{1}{1}$). Next draw a line between the two points that extends outwards using a ruler. You should see that both lines meet each other on the point (-8, -11). This is the solution of the equation. The graph is attached above in the answer.
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