Answer
$(x+2)\sqrt[3]{x}$
Work Step by Step
Factor each radicand so that one of the factors is a perfect cube to obtain:
$=\sqrt[3]{x^3(x)} +\sqrt[3]{8(x)}
\\=\sqrt[3]{x^3(x)}+\sqrt[3]{(2^3)(x)}$
Simplify each radical to obtain:
$=x\sqrt[3]{x} + 2\sqrt[3]{x}$
Combine like radicals to obtain:
$=(x+2)\sqrt[3]{x}$
