Simplify the following expression: \({\left( {9{a^{10}}} \right)^3}\)
\(729{a^{30}}\)
Simplify the following expression: \({\left( { - 3{x^5}} \right)^4}\)
\(81{x^{20}}\)
Simplify the following expression: \({\left( { - {p^2}} \right)^3} \times {\left( { - {p^3}} \right)^5}\)
\({p^{21}}\)
Simplify the following expression: \({\left( {m{n^2}{p^3}} \right)^7} \times {\left( {p{n^5}m} \right)^4}\; \div {\left( {nmp} \right)^{10}}\)
\(m{n^{24}}{p^{15}}\)
Simplify the following expression: \(\dfrac{{{{\left( {{p^2}q} \right)}^3} \times {{\left( {{q^{ - 2}}{p^7}} \right)}^5}}}{{{{\left( {pq} \right)}^{ - 10}}}}\)
\({p^{51}}{q^3}\)
Simplify \((3x^2y)^4\)
\(81x^8y^4\)
Simplify \((4m^2)^3\)
\(64m^6\)
Simplify \((-2x^3)^5\)
\(-32x^{15}\)
Simplify \((xy)^2 \times (x^2y)^3\)
\(x^8y^5\)
Simplify \((x^3y^2)^4 \div(xy)^3\)
\(x^9y^5\)
Simplify \( \dfrac{(6xy)^3 \times (4xy)^2}{(2xy)^5}\)
108