Find the canonical decomposition of the number $2332$.

Find LCM $\left(a, b\right)$ and HCF $\left(a, b\right)$ and verify that LCM $\left(a, b\right)$ $\times$ HCF $\left(a, b\right)=ab$. For the following pair of integer

$a=429, b=715$

Find LCM $\left(a, b\right)$ and HCF $\left(a, b\right)$ and verify that LCM $\left(a, b\right)$ $\times$ HCF $\left(a, b\right)=ab$. For the following pair of integer

$a=756, b=1044$

Find LCM $\left(a, b\right)$ and HCF $\left(a, b\right)$ and verify that LCM $\left(a, b\right)$ $\times$ HCF $\left(a, b\right)=ab$. For the following pair of integer

$a=576, b=2520$