Question

If HCF (336,54) =6, find LCM (336,54).​

Answer 1

$\color{red} \underline{ \huge \mathfrak{Answer}}$

We know that,

HCF×LCM=Product of the two numbers

HCF×LCM=Product of the two numbersNow,

HCF×LCM=Product of the two numbersNow,=>6×LCM=336×54

HCF×LCM=Product of the two numbersNow,=>6×LCM=336×54=>LCM=336×54/6

HCF×LCM=Product of the two numbersNow,=>6×LCM=336×54=>LCM=336×54/6=>LCM=56×54

HCF×LCM=Product of the two numbersNow,=>6×LCM=336×54=>LCM=336×54/6=>LCM=56×54Therefore,

HCF×LCM=Product of the two numbersNow,=>6×LCM=336×54=>LCM=336×54/6=>LCM=56×54Therefore,LCM=3024

Answer 2

Given,

HCF=6 LCM=?

we know that,

=LCM×HCF=product of 2 number.

=LCM×6= 336×54

=LCM=336×54/6

=LCM=56×54

=LCM=3024.