What Is the Simplest Radical Expression That Can Be Multiplied $\sqrt[4]{x^{3} y^{5} z^{14}}$

Multiple Choice

What is the simplest radical expression that can be multiplied by the given radical expression so that the product can be simplified to no longer contain a radical?
- $\sqrt[4]{x^{3} y^{5} z^{14}}$

A) $\sqrt[4]{x^{3} y z^{5}}$

B) $\sqrt[4]{x y^{2}}$

C) $\sqrt[4]{x y^{3} z^{2}}$

D) $\sqrt[4]{x y^{7} z^{2}}$