\((4^{2})^{3} =\)

\((5^{3})^{3} =\)

\((\text{d}^{7})^{6} =\)

\((\text{h}^{4})^{9} =\)

\([(3^{2})^{2}]^{2} =\)

\([(5^{2})^{2}]^{2} =\)

\((5\text{t}^{6})^{4} =\)

\((11\text{c}^{4})^{3} =\)

\((6\text{a}^{2}\text{b}^{6})^{3} =\)

\((2\text{m}^{5}\text{n}^{11})^{6} =\)

\((-3\text{w}^{3}\text{z}^{8})^{5} =\)

\((-5\text{r}^{4}\text{s}^{12})^{4} =\)

A shipping box is in the shape of a cube. Each side measures \(3\text{c}^{6}\text{d}^{2}\) inches. Express the volume of the cube as a monomial.

Tamara is decorating her patio with a planter in the shape of a cube like the one shown. Find the volume of the planter.

\([(3\text{x}^{2}\text{y}^{3})^{2}]^{3}\)

\((\cfrac{3}{5}\text{a}^{6}\text{b}^{9})^{2}\)

\((-2\text{v}^7)^{3}(-4\text{v}^{2})^4\)