How do you graph #x-y=1# by plotting points?

1 Answer
Jan 30, 2016

Look below!

Explanation:

Given equation is #x-y=1#
As I've always stated, we can solve it in a simple 2-step manner, and this manner is the same for all linear equations.

  1. Step 1. Take #x=0# and solve for #y#. We will get #0-y=1\impliesy=-1# So the first point of our consideration is #(0,-1)#.
  2. Step 2. Next we take #y=0# and solve for #x#. We get #x-0=1\impliesx=1#. So the next point in our consideration is #(1,0)#

So finding these 2 points and joining them through a line, we then extend the line on either sides to whatever length we see fit. So the graph will look a lot like this.
graph{x-y=1 [-2.5, 2.5, -1.25, 1.25]}