\[\frac{^{\mathbf{5}}\sqrt{\mathbf{3}}{{\mathbf{.}}^{\mathbf{4}}}{{\sqrt{\mathbf{3}}}^{\mathbf{6}}}\mathbf{.}\sqrt{\mathbf{9}}}{\sqrt{\mathbf{3}\sqrt{\mathbf{3}\sqrt{\mathbf{3}}}}}\]equals to _______

\[\frac{^{\mathbf{5}}\sqrt{\mathbf{3}}{{\mathbf{.}}^{\mathbf{4}}}{{\sq

1.	\[\frac{^{\mathbf{5}}\sqrt{\mathbf{3}}{{\mathbf{.}}^{\mathbf{4}}}{{\sqrt{\mathbf{3}}}^{\mathbf{6}}}\mathbf{.}\sqrt{\mathbf{9}}}{\sqrt{\mathbf{3}\sqrt{\mathbf{3}\sqrt{\mathbf{3}}}}}\]equals to _______
A.	\[{{3}^{11/119}}\]
B.	\[{{3}^{-11/120}}\]
C.	\[{{3}^{103/119}}\]
D.	\[{{3}^{105/119}}\]
E.	None of these
Answer» C. \[{{3}^{103/119}}\]

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\[\frac{^{\mathbf{5}}\sqrt{\mathbf{3}}{{\mathbf{.}}^{\mathbf{4}}}{{\sqrt{\mathbf{3}}}^{\mathbf{6}}}\mathbf{.}\sqrt{\mathbf{9}}}{\sqrt{\mathbf{3}\sqrt{\mathbf{3}\sqrt{\mathbf{3}}}}}\]equals to _______

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