Question

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

Answer 1

HCF × LCM = Product of nos.

6 × LCM = 3276

LCM = 3276/6

LCM = 546

Answer 2

The L.C.M of the two numbers is 546.

Given:

The product of the two numbers is 3276.

The H.C.F of two numbers is 6.

To Find:

The L.C.M of the two numbers.

Solution:

We are required to find the L.C.M of the two numbers.

The relation between two numbers, L.C.M and H.C.F is given as

Product of two numbers = L.C.M × H.C.F ---------(1)

Product of two numbers = 3276

H.C.F = 6

On substituting the values of the Product of two numbers and H.C.F in equation(1) we get

3276 = 6× L.C.M

L.C.M = 3276/6

L.C.M = 546

Therefore, The L.C.M of the two numbers is 546.

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