$a^3{b}^3=(ab{)}^3$
$x^6{y}^9=(x^2{)}^3\ast <!--\; \ast \; -->(y^3{)}^3=(x^2{y}^3{)}^3$
$8m^3{n}^9=2^3\ast <!--\; \ast \; -->m^3\ast <!--\; \ast \; -->(n^3{)}^3=(2m{n}^3{)}^3$
$125k^9{t}^{27}=5^3\ast <!--\; \ast \; -->(k^3{)}^3\ast <!--\; \ast \; -->(t^9{)}^3=(5k^3{t}^9{)}^3$

$\frac{1}{64}{p}^9=(\frac{1}{4}{)}^3\ast <!--\; \ast \; -->(p^3{)}^3=(\frac{1}{4}{p}^3{)}^3$
$\frac{27}{125}{s}^{18}=(\frac{3}{5}{)}^3\ast <!--\; \ast \; -->(s^6{)}^3=(\frac{3}{5}{s}^6{)}^3$
$\frac{1}{343}{m}^{12}=(\frac{1}{7}{)}^3\ast <!--\; \ast \; -->(m^4{)}^3=(\frac{1}{7}{m}^4{)}^3$
$\frac{125}{216}{a}^{24}=(\frac{5}{6}{)}^3\ast <!--\; \ast \; -->(a^8{)}^3=(\frac{5}{6}{a}^8{)}^3$

$0,064a^3{b}^3=0,4^3\ast <!--\; \ast \; -->a^3\ast <!--\; \ast \; -->b^3=(0,4ab{)}^3$
$0,125x^9{y}^3=0,5^3\ast <!--\; \ast \; -->(x^3{)}^3\ast <!--\; \ast \; -->y^3=(0,5x^{3}y{)}^3$
$0,216m^3{n}^{18}=0,6^3\ast <!--\; \ast \; -->m^3\ast <!--\; \ast \; -->(n^6{)}^3=(0,6m{n}^6{)}^3$
$0,008p^9{q}^{12}=0,2^3\ast <!--\; \ast \; -->(p^3{)}^3\ast <!--\; \ast \; -->(q^4{)}^3=(0,2p^3{q}^4{)}^3$

$125x^3{y}^6{z}^9=5^3\ast <!--\; \ast \; -->x^3\ast <!--\; \ast \; -->(y^2{)}^3\ast <!--\; \ast \; -->(z^3{)}^3=(5x{y}^2{z}^3{)}^3$
$216a^{12}{b}^{36}{c}^{24}=6^3\ast <!--\; \ast \; -->(a^4{)}^3\ast <!--\; \ast \; -->(b^{12}{)}^3\ast <!--\; \ast \; -->(c^8{)}^3=(6a^4{b}^{12}{c}^8{)}^3$
$8m^6{n}^3{p}^{12}=2^3\ast <!--\; \ast \; -->(m^2{)}^3\ast <!--\; \ast \; -->n^3\ast <!--\; \ast \; -->(p^4{)}^3=(2m^{2}n{p}^4{)}^3$
$0,343k^9{l}^{18}{p}^{15}=0,7^3\ast <!--\; \ast \; -->(k^3{)}^3\ast <!--\; \ast \; -->(l^6{)}^3\ast <!--\; \ast \; -->(p^5{)}^3=(0,7k^3{l}^6{p}^5{)}^3$