Answer
The graph is shown below.
Work Step by Step
The given equation of line is
$\Rightarrow y=2x+(-1)$
This is in the standard slope-intercept form.
$\Rightarrow y=mx+c$, where, $m=$ slope and $c=$ $y-$intercept.
From the given equation we have
Slope $m=2$
and $y-$intercept $c=-1$.
We have first point at $y-$intercept $(0,-1)$.
We can write the slope as a fraction.
$m=\frac{2}{1}=\frac{Rise}{Run}$
The second point is $2$ units up and $1$ unit to the right of the first point.
Hence, the second point is $(1,1)$
Now draw a straight line using both points.
