The other term you will encounter is **LCM calculator**. One of the most important basic level topics in mathematics is the LCM subject. The smallest of the common folds of two or more natural numbers is called the LCM. The smallest common multiple of a and b natural numbers is denoted as LCM (a, b) or (a, b) LCM. How can you use **LCM calculator**? Two numbers are written side by side to make a divisor list. It starts from the smallest prime number. If the two numbers are not divided, a big prime number is passed. Processing continues until both numbers are 1.

If the two numbers are more than one, this time the echo becomes a large number. So the 27th and 9th numbers are directly 27th. LCM can never be smaller than a big one. The maximum number can be equal to the largest number. This is what happens when the numbers are more than one. The prime number of primes is the multiplication of these numbers. For example, numbers 7 and 6 are primes between them. For this reason, the prime number of these numbers is 6.7 = 42.

When the LCM is found, the common divisors of the numbers are marked separately. The division process continues until all numbers are converted to 1s. The multiplication of all divisors gives the LCM.

For example : Let's find the LCM of numbers 48 and 64.

Result : LCM ( 48, 64 ) = 3.26 = 192 .