Question

if HCF and LCM of two numbers A and B are H and L respectively then the value of B will be:

Answer 1

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Answer 2

The value of B will be $\frac{HL}{A}$.

Given:

HCF of two numbers A and B= H

LCM of two numbers A and B= L

To Find:

We have to find the value of B

Solution:

We can solve this problem by using the following process.

We know that,

Product of two numbers = Their HCF×LCM

Therefore, A×B= HCF(A,B)×LCM(A,B)

Therefore according to the question,

A×B= HCF(A,B)×LCM(A,B)

⇒A×B = H×L

⇒B = $\frac{HL}{A}$

Hence, the value of B will be $\frac{HL}{A}$ .

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