Question

The product of two number is 3276 if their HCF is 6 find their LCM show me the formula of the this question​

Answer 1

$\bold{Answer}$

A rule,

HCF × LCM = Product of the numbers.

Given,

Product of the numbers = 3276

HCF = 6

LCM = x

Method,

HCF × LCM = Product of the numbers

Solving,

6 × x = 3276

6x = 3276

x = 3276/6

x = 546

Hence, the LCM of the numbers is 546

Verification :

6 × x = 3276

6x = 3276

6 × 546 = 3276

3276 = 3276

RHS = LHS

Hence Verified!

So,

LCM = 546

Answer 2

Step-by-step explanation:

product of LCM and HCF = product of two numbers

so, LCM x HCF = 3276

or, LCM x 6 = 3276

or LCM = 3276/6

and, LCM = 546