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The least common multiple of two numbers is 180.
The least common multiple of two numbers is 180. The solution is as follows:

We need to know what the least common multiple is and how to find it. The least common multiple (LCM) is the least common multiple of two or more integers. The common method to find LCM of two numbers is to use their greatest common divisor (GCD).

The formula is: a×b=GCD(a, b)×LCM(a, b). Suppose these two numbers are a and b, we know that a×b=GCD(a, b)× 180. In order to find out A and B, we need more information or restrictions. Because only LCM is given, there are countless pairs of A and B that can meet this condition.

But if we assume that A and B are relative prime numbers (that is, there is no common divisor between them except 1), then GCD(a, b)= 1. In this way, a and b can be solved, so we assume that a and b are relative prime numbers, so: a×b= 1× 180.

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