Question

what is the LCM of 2618 and 1253.​

Answer 1

According to the question we have to find the LCM of $2618$ and $1253.$

For that first we need to find the prime factors of $2618$ and $1253.$

The prime factors of $2618$ are $2,7,11$ and $17.$

The prime factors of $1253$ are $7$ and $179.$

The LCM is the product of all factors in the greatest number of their occurrence,

LCM $=2\times7\times11\times17\times179$

LCM $=468,633$

Hence, the LCM of $2618$ and $1253$ is $468,622.$

Answer 2

Given,

$2618$ and $1253$

L.C.M (least common multiple): the smallest common multiple of two or more numbers.

To write the prime factors of $2618,1253$

$2618=2\times7\times11\times17$

$1253=7\times179$

The L.C.M of $2618,1253 = 468622$

Therefore, the L.C.M of $2618,1253$ is $468622$.