Simplify the radical expression. Assume all variables represent nonnegative real numbers.
-$\sqrt[6]{\mathrm{x}^{6} \mathrm{y}^{1 \mathrm{z}^{5}}}$
A) $x \sqrt[6]{y^{5} z^{5}}$
B) $x y \sqrt[6]{y^{5} z^{5}}$
C) $x y z \sqrt[6]{y^{5} z^{5}}$
D) $x y \sqrt{y^{5} z^{5}}$

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The Answer of Simplify the radical expression. Assume all variables represent nonnegative real numbers.
-$\sqrt[6]{\mathrm{x}^{6} \mathrm{y}^{1 \mathrm{z}^{5}}}$
A) $x \sqrt[6]{y^{5} z^{5}}$
B) $x y \sqrt[6]{y^{5} z^{5}}$
C) $x y z \sqrt[6]{y^{5} z^{5}}$
D) $x y \sqrt{y^{5} z^{5}}$

Simplify the Radical Expression x6y1z56\sqrt[6]{\mathrm{x}^{6} \mathrm{y}^{1 \mathrm{z}^{5}}}6x6y1z5​ A) xy5z56x \sqrt[6]{y^{5} z^{5}}x6y5z5​ B) xyy5z56x y \sqrt[6]{y^{5} z^{5}}xy6y5z5​

Simplify the Radical Expression $\sqrt[6]{\mathrm{x}^{6} \mathrm{y}^{1 \mathrm{z}^{5}}}$ A) $x \sqrt[6]{y^{5} z^{5}}$ B) $x y \sqrt[6]{y^{5} z^{5}}$