The product of two numbers is 396- 576and their LCM IS 6336- Find their HCF-

Given Data:LCM = 6336Product of two numbers = 396 × 576Euclid's Algorithm:HCF × LCM = Product of two numbersTherefore, HCF = Product of two number /LCMFormula ...

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Question

The product of two numbers is $396 \times 576$ and their LCM IS 6336. Find their HCF.

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Solution

Given Data:
LCM = 6336
Product of two numbers = $396 \times 576$
Euclid's Algorithm:
HCF $\times$ LCM = Product of two numbers
Therefore, HCF = $\frac{P r o d u c t o f t w o n u m b e r}{L C M}$
Formula Application :
HCF = $\frac{396 \times 576}{6336}$ = $36$ ..
Final Answer :
HCF of 396 and 576 is 36.

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The product of two numbers is 396×576and their LCM IS 6336. Find their HCF.

Given Data:LCM = 6336Product of two numbers = 396×576Euclid's Algorithm:HCF × LCM = Product of two numbersTherefore, HCF = ProductoftwonumberLCMFormula Application :HCF = 396×5766336 = 36.. Final Answer :HCF of 396 and 576 is 36.

The product of two numbers is $396 \times 576$ and their LCM IS 6336. Find their HCF.