Answer
Refer to the graph below.
Work Step by Step
In order to sketch the graph, we should first look at the $(x,y)$ coordinates that satisfy the equation.
To get some of these points, we assign $x$-values then solve for the corresponding value of $y$ for each one:
If $x=-2$, then $y=(-2)^3=-8$.
Thus, $(-2,8)$ is on the graph.
If $x=-1$, then $y=(-1)^3=-1$.
Thus, $(-1,-1)$ is on the graph.
If $x=0$, then $y=(0)^3=0$.
Thus, $(0,0)$ is on the graph.
If $x=1$, then $y=(1)^3=1$.
Thus, $(1,1)$ is on the graph.
If $x=2$, then $y=(2)^3=8$.
Thus, $(2,8)$ is on the graph.
Plot these points and connect them using a smooth curve to complete the graph,
