Question
Simplify using following identity
$(a \pm b)\left(a^2 \pm a b+b^2\right)=a^3 \pm b^3$
$ \left(3 x-\frac{5}{x}\right)\left(9 x^2+15+\frac{25}{x^2}\right)$
$(a \pm b)\left(a^2 \pm a b+b^2\right)=a^3 \pm b^3$
$ \left(3 x-\frac{5}{x}\right)\left(9 x^2+15+\frac{25}{x^2}\right)$

