What is the smallest number by which $17496$ must be multiplied to obtain a perfect cube? 

 

What is the smallest number by which $17496$ must be divided so that  the quotient is a perfect cube?

What is the smallest number by which $15379$ must be divided so that  the quotient is a perfect cube? 

Evaluate ${\left(0.3\right)}^3$

Evaluate ${\left(0.08\right)}^3$

Evaluate ${\left(2.5\right)}^3$.

Evaluate ${\left(-11\right)}^3$

Evaluate ${\left(\frac{3}{5}\right)}^3$

Evaluate ${\left(5\frac{2}{7}\right)}^3$