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If xy=180 and HCF(x,y)=3, then find the LCM(x,y).​

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ANSWER:

\red\fbox{Given : xy= 180 and HCF (x,y) = 3,}\blue\fboxTo Find : lcm(x, y)​Solution:LCM - Least common MultiplierHCF - Highest Common Factor LCM ( x , y) . HCF ( x , y) = x . y xy= 180HCF (x,y) = 3,=> LCM ( x , y) . 3 = 180Dividing both sides by 3=> LCM ( x , y) = 60LCM ( x , y) = 60}


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