Answer
Choice C
Work Step by Step
Using "and," or the intersection of sets, the common solutions of the given inequality
\begin{array}{l}\require{cancel}
\{x|x\le2\} \text{ }and\text{ } \{x|x\ge-2\}
,\end{array}
is the graph consisting of all the points on and to the right of $-2$ and the points on and the left of $2.$ Hence, $\text{
Choice C
.}$
