Question

The product of two numbers is 3276.if their HCF is 6 find the LCM

Answer 1

Answer:

LCM IS 546

Step-by-step explanation:

X×Y=LCM×HCF

3276=LCM×6

LCM=3276/6

LCM=546

Answer 2

$\underline \purple{→ \: Given-:}$

• The product of two numbers is 3276.if their HCF is 6 find the LCM

$\underline \purple{⟶To \: Find-:}$

The LCM, we need to follow some steps listed below !

$\blue{⟶Product = LCM × HCF }$

$\blue{⟶3276 = x \times 6}$

$\blue{⟶LCM = \frac{Product}{HCF } }$

$\blue {⟶ \frac{3276}{6} = 546}$

$\sf \bf \red{Hence, LCM =546}$