Given the equation:

The given equation represents a line
To graph the line, we need two points lying on the line
We will substitute with two values for x and find the corresponding values of y
So, when x = 5

And when x = -4

So, the line passes through the points (5, 3) and (-4, -3)
We will draw the line segment connecting the points then extend it from both sides
The graph of the equation will be as shown in the following picture