Answer
$(3,1)$.
Work Step by Step
First equation $x-y=2$.
Plug $y=0$ into the equation.
$x-0=2$
$x=2$
$x=2$
$x-$ intercept $A=(2,0)$.
Plug $x=0$ into the equation.
$0-y=2$
$-y=2$
$y=-2$
$y-$ intercept $B=(0,-2)$.
Now for the second equation $y=1$.
It is a straight line parallel to the $x$ axis.
And $y$ intercept is $C=(0,1)$.
Draw two lines using intercept points.
Graph is shown below in the image.
The intersection point of both lines is the solution.
Here we have the intersection point at $(3,1)$.
