Question

given that HCF (341,572) =11, find lcm (341,572)​

Answer 1

Answer:

17732 is LCM

Step-by-step explanation:

we know,

product of two No's. = LCM × HCF

For further step please see above photo of solution

Answer 2

Answer:

$\large \text{L.C.M. = 17732}$

Step-by-step explanation:

$\large \text{Given two number 341 and 572}\\\\\\\large \text{Also given HCF of (341 and 572) is 11}\\\\\\\large \text{we have to find LCM}\\\\\\\large \text{we know formula }\\\\\\\large L.C.M.\times HCF=first \ number \times second \ number\\\\\\\large \text{putting values here}$

$\large L.C.M\times11=341\times572\\\\\\\large L.C.M.=\dfrac{341\times572}{11}\\\\\\\large L.C.M.=31\times572\\\\\\\large L.C.M.=17732\\\\\\\large \text{Thus we get LCM = 17732}$