if the LCM of two number is 1452 and product of the number is 15972 find their HCF
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HCF of two numbers = 11
Given:
The LCM of two number is 1452
The product of the number is 15972
To find:
HCF of two numbers
Solution:
NOTE:
- The product of LCM and HCF of two number will be equals to product of the two numbers.
- If a, b are two positive numbers then
⇒ LCM(a, b) × HCF (a, b) = Product of ab
From given data,
LCM of two numbers = 1452
And Product of two numbers = 15972
Let X be the HCF of two numbers
⇒ 1452 × X = 15972
⇒ X = 15972/1452 = 11
Therefore, HCF of two numbers = 11
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