Given that HCF (306, 657) = 9,find LCM (306, | vedclass

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(C) We are given that $HCF (306, 657) = 9$.We know the fundamental relationship between two numbers,their $HCF$,and their $LCM$:$LCM (a, b) 	imes HCF

Vedclass · Accepted Answer

$22338$

Vedclass · Answer

(C) We are given that $HCF (306, 657) = 9$.We know the fundamental relationship between two numbers,their $HCF$,and their $LCM$:$LCM (a, b) 	imes HCF (a, b) = a 	imes b$Substituting the given values:$LCM (306, 657) 	imes 9 = 306 	imes 657$To find the $LCM$,divide the product of the numbers by their $HCF$:$LCM (306, 657) = \frac{306 	imes 657}{9}$First,divide $306$ by $9$:$306 \div 9 = 34$Now,multiply the result by $657$:$LCM (306, 657) = 34 	imes 657 = 22338$Therefore,the $LCM (306, 657)$ is $22338$.

Given that $HCF (306, 657) = 9$,find $LCM (306, 657)$.

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