Question

the lcm of 2 numbers is 336 and the hcf is 2, if one of the number 14, find the another number​

Answer 1

☆ Given :

• LCM = 336
• HCF = 2

☆ To Find :

• One number is 14
• Now, we have to find another number

☆ Solution :

Let,

Product of two numbers = 336 × 2

= 672

One number is 14

Other number = 672/14

= 48

Hence, The Other number is 48.

❥ H๏pε ¡т нεℓps uн !!

Answer 2

Given:

LCM = 336

HCF = 2

One number = 14

To find:

The other number.

Solution:

we can find the other number by using the following formula.

Product of two numbers = HCF x LCM

Let the other number be N

=> 14 x N = 2 x 336

=> 14N = 672

=> N = 672/14

=> N = 48

Hence, the other number is 48.

Verify:

Product of two numbers = HCF x LCM

14 x 48 = 2 x 336

672 = 672

LHS = RHS

Hence, Verified.