We need to graph the equation

Let us put it in the form of y = mx + b

Add 7 to both sides

Now let us choose three values of x and find its corresponding values of y and use them to draw the graph
x = 0

The first point is (0, 1)
x = -1

The second point is (-1, -1)
x = 1

The third point is (1, 3)
Now we can draw the line which is the graph of the equation