Question

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

Answer 1

Answer:

546

Explanation:

LCM =product of two numbers /HCF

LCM=3276/6

LCM=546

Answer 2

Given:

★ Product of 2 numbers = 3276

★ HCF = 6

To find:

• LCM = ?

Method:

$\sf{HCF \times LCM = product \: of \: 2 \: numbers} \\ \implies \sf{6 \times LCM = 3276} \\ \implies \sf{LCM = 546}$

Additional information:

• HCF or Highest Common Factor is the greatest number which is a number common in all the given numbers.
• It is also expressed as the product of lowest exponents.
• LCM is the smallest number which is common in all the multiples of given numbers.
• It can also be expressed as product of highest exponents
• The property used above cannot be used for 3 numbers