Find the cube root of the following by prime factorisation method:

$-729$     

Find the cube root of the following by prime factorisation method:

$-1728$      

Find the cube root of the following by prime factorisation method:

$-\frac{3375}{4913}$       

Find the cube root of the following by prime factorisation method:

$5\frac{23}{64}$        

Evaluate:

$\sqrt[3]{0.216}$

Evaluate:

$\sqrt[3]{4.096}$

Evaluate:    

$\sqrt[3]{0.003375}$

Show that $\sqrt[3]{27}\times \sqrt[3]{125}=\sqrt[3]{27\times 125}$. 

The value of $\sqrt[3]{392}\times \sqrt[3]{448}$.