let be a prime number and be a positive integer for all
a) list all distinct divisors of 32
5+1 = 6 divisors
b) how many distinct divisors does have?
c) how many distinct divisors does have?
d) how many distinct divisors does 60 have?
using prime factorization
so it has
here is the one I don't know how to solve
e) What is the smallest positive integer with exactly 100 distinct divisors?