## Elementary Algebra

We first write $\sqrt[3] 8$ as $\sqrt[3] {2^{3}}$, and then we simplify it. Next, we multiply the two resultant terms together to simplify the expression: $(\sqrt[3] 8)(\sqrt[3] 3)$ =$(\sqrt[3] {2^{3}})(\sqrt[3] 3)$ =$(2)(\sqrt[3] 3)$ =$2\sqrt[3] 3$ Therefore, the question statement is true.