what is the lmc of two numberes if their hcf is2 and the product is 112?
Answers
Answered by
17
let the numbers be 'a' and 'b'
Given that
HCF(a,b)=2
and
ab=112
We know that
ab=LCM(a,b)×HCF(a,b)
i.e.
112=LCM(a,b) × 2
LCM(a,b) =56
Given that
HCF(a,b)=2
and
ab=112
We know that
ab=LCM(a,b)×HCF(a,b)
i.e.
112=LCM(a,b) × 2
LCM(a,b) =56
Answered by
13
Given that HCF of two numbers = 2.
Given that Product of two numbers = 112.
We know that LCM * HCF of two numbers = Product of two numbers
LCM * 2 = 112
LCM = 112/2
= 56.
Therefore the LCM of two numbers = 56.
Hope this helps!
Given that Product of two numbers = 112.
We know that LCM * HCF of two numbers = Product of two numbers
LCM * 2 = 112
LCM = 112/2
= 56.
Therefore the LCM of two numbers = 56.
Hope this helps!
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