Question

Question #3f147

Answer 1

This is always true.

Explanation:

If `p` and `q` are distinct primes, then certainly their product `pq` is a multiple of both of them.

Any number less than `pq` would not be a multiple of both `p` and `q`, for otherwise it would have to have both `p` and `q` in its prime factorization, and would therefore have to equal `pq` or something greater.