The HCF of two numbers is $16$ and their product is $3072$. Find their LCM.

Given : product of two number $3072$

$HCF=16$

Find : $LCM$

Solution :

We know that product of two numbers is equal to the product of their $HCF$ and $LCM.$

$a\times b=HCF(a,b)\times LCM(a,b)$

$3072=16\times LCM$

$LCM=\frac{3072}{16}$

$LCM=192$