Simplify the expression. Assume all variables represent nonnegative real numbers.
-$\sqrt[5]{\mathrm{t}} \cdot \sqrt[4]{\mathrm{t}^{3}}$
A) $\sqrt[9]{t^{3}}$
B) $\sqrt[20]{t^{4}}$
C) $\sqrt[20]{\mathrm{t}^{19}}$
D) $\sqrt[9]{t^{4}}$

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The Answer of Simplify the expression. Assume all variables represent nonnegative real numbers.
-$\sqrt[5]{\mathrm{t}} \cdot \sqrt[4]{\mathrm{t}^{3}}$
A) $\sqrt[9]{t^{3}}$
B) $\sqrt[20]{t^{4}}$
C) $\sqrt[20]{\mathrm{t}^{19}}$
D) $\sqrt[9]{t^{4}}$

Simplify the Expression t5⋅t34\sqrt[5]{\mathrm{t}} \cdot \sqrt[4]{\mathrm{t}^{3}}5t​⋅4t3​ A) t39\sqrt[9]{t^{3}}9t3​ B) t420\sqrt[20]{t^{4}}20t4​ C) t1920\sqrt[20]{\mathrm{t}^{19}}20t19​ D) t49\sqrt[9]{t^{4}}9t4​

Simplify the Expression $\sqrt[5]{\mathrm{t}} \cdot \sqrt[4]{\mathrm{t}^{3}}$ A) $\sqrt[9]{t^{3}}$ B) $\sqrt[20]{t^{4}}$ C) $\sqrt[20]{\mathrm{t}^{19}}$ D) $\sqrt[9]{t^{4}}$