Math ka sum find the LCM and HCF of following pair integers 441 and 539
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Answer:
Given:
We have been given two numbers 441 and 539.
To Find:
We need to find the HCF and LCM of these numbers.
Solution:
We can solve this but Euclid's Division algorithm.
Division in attachment.
Clearly 539 > 441
539 = 441 × 1 + 98
441 = 98 × 4 + 49
98 = 49 × 2 + 0
Therefore the HCF of 539 and 441 is 49.
Now, inorder to find the LCM we know,
HCF × LCM = Product of numbers
=> 49 × LCM = 539 × 441
=> 49 × LCM = 237699
=> LCM = 237699/49
=> LCM = 4851
Hence HCF of 539 and 441 is 49 and their LCM is 4851.
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