There are none with exactly five factors.
If p₁, p₂, p₃, etc. are the prime factors of a number N, then:
N=p₁^x₁ × p₂^x₂ × etc.
The number of factors=(x₁+1)(x₂+1)...
Since each power (x₁, x₂, ...) has a minimum value of 1, so the number of factors must be an even number, and 5 is an odd number.