Question

the product of two numbers is 3276 if their lcm​

Answer 1

Answer: The Solution is as follows: –

Given, the product of two numbers is 3276 and HCF is 6 .

We know, HCF * LCM = products of two numbers

6 * LCM = 3276

LCM = 3276 /6 ; LCM = 546

Answer 2

SOLUTION

COMPLETE QUESTION

The product of two numbers is 3276 and their HCF is 6, find their LCM

CONCEPT TO BE IMPLEMENTED

HCF :

For the given two or more numbers HCF is the greatest number that divides each of the numbers

LCM :

For the given two or more numbers LCM is the least number which is exactly divisible by each of the given numbers

EVALUATION

Here it is given that product of two numbers is 3276

Their HCF = 6

We have to find the LCM

We know that ,

HCF × LCM = Product of two numbers

⇒ 6 × LCM = 3276

$\displaystyle \sf{ \implies LCM = \frac{3276}{6} }$

$\displaystyle \sf{ \implies LCM =546}$

FINAL ANSWER

Hence the required LCM = 546

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