Question

The product of two numbers is$2208$ and their $L.C.M.$ is $552.$ What is their$H.C.F?$

Answer 1

It is given that the product of two numbers is $2208$

The $L.C.M.$ of the two given numbers is $552$

We have to determine the $H.C.F$ of the numbers

We know that

Product of two numbers $=H.C.F\times L.C.M$

$H.C.F=$$\frac{Productoftwonumbers}{L.C.M}$

$H.C.F=\frac{2208}{552}$

$H.C.F=\frac{552\times 4}{552}$

$H.C.F=4$

Hence, The HCF of two numbers is $4$ whose product of two numbers is $2208$ and their $L.C.M.$ is $552$