Question

lcm of 62 and 44 with solution​

Answer 1

Following are the steps for getting the answer is:

Given:

the numbers 62 and 44

To find:

lcm of 62 and 44

solution:

we have to find the lcm of 62 and 44

LCM(62, 44) = 1364

Greatest Common Divisor (GCD) Method Steps:

GCD(62, 44) = 2

LCM = 62 × 44 /2

= 1364

Prime Factorization Method Steps:

Prime factorization of the numbers:

62 = 2 × 31

44 = 2 × 2 × 11

LCM(62, 44)

= 2 × 2 × 11 × 31

= 1364

Thus, the LCM of  62 and 44 is 1364.

Answer 2

Given data,

The given numbers are $62,44$

In order to find the LCM of given numbers, first we have to find the prime factors of given numbers.

The prime factors of $62=2\times 31$

The prime factors of $44=2\times2\times11$

We have to multiply the prime factors which are repeated once and all the other prime factors.

LCM of $62,44$ is $2\times2\times11\times31$

LCM of $62,44$ is $1364$.

Therefore, LCM of $62,44$ is $1364$.