So first I calculate,
$(\frac{5}{3})^{3}$
Which gives me,
$(\frac{27}{125})$
But where should I go from there?
So first I calculate,
$(\frac{5}{3})^{3}$
Which gives me,
$(\frac{27}{125})$
But where should I go from there?
For finite non-zero $a,b$ $$\left(\frac ab\right)^{-m}=\frac1{\left(\frac ab\right)^m}=\left(\frac ba\right)^m=\frac{b^m}{a^m}$$
OR
$$\left(\frac ab\right)^{-m}=\frac{a^{-m}}{b^{-m}}=\frac1{a^m}/\frac1{b^m}=\frac{b^m}{a^m}$$