randRange(2, 12) randRangeExclude(2, 12, [A]) max(A, B) min(A, B) A * B getGCD( A, B ) PRODUCT / GCD getMultiples( BIGGER, LCM )

What is the least common multiple of `A` and `B`?

Another way to say this is:

`\lcm(A, B) = {?}`

LCM

The least common multiple is the smallest number that is a multiple of `A` and `B`.

We know that `A \times B` (or `PRODUCT`) is a common multiple, but is it the least common multiple?

Write out the multiples of `BIGGER` until we find a number divisible by `SMALLER`.

`M`,

So, the least common multiple of `A` and `B` is `LCM`.