.
First, I solve the equation for y: y =
, or, which is the same, y =
.
Then I assign any (arbitrary) value for x. For example, let x = 0.
Next, I calculate the corresponding value of y: y =
= -3.
It gives the first ordered-pair solution: (x,y) = (0,-5).
Now, let x = 5 is next arbitrary number. Then
y =
= 0.
Thus the pair (x,y) = (5,0) is the second ordered-pair solution.
In this way, you can create INFINITELY MANY ordered-pair solutions.