Question

2. The product of two numbers is 15552 and
their HCF is 36, then their LCM is​

Answer 1

Answer:

Here is your answer dear⬇️⬇️

Product of two numbers = Product of their HCF and LCM

HCF is given 15552

\therefore{15552 \: = \: 36 \: × \: LCM}∴15552=36×LCM

LCM = 15552 ÷ 36

= 432

\therefore \boxed {LCM \: is \: 432}∴

LCMis432

Answer 2

Answer:

given, the product is 15552

and,the HCF= 36

suppose,the LCM= a

now, LCM×HCF= 15552

= a×36= 15552

= a= 15552/36

so, a= 432

now,the LCM= 432