a. A prime (Let p is a prime, so it has divisors 1, p ... number of different divisors greater than 1 is one namely p)
b. An even integer (say 8, it has divisors 1, 2, 4, 8 ... number of different divisors greater than 1 is 3)
c. A multiple of 3 (say 3, it has divisors 1, 3 ... number of different divisors greater than 1 is 1)
d. the square of a prime(say p is a prime so p^2 has divisors 1, p, p^2 ... number of different divisors greater than 1 is two p and p^2 )
e. the square of an odd integer ( say 15^2, it has divisors 1, 3, 5, 9, 15, 25 ...and more way more than two different divisors greater than 1)
Attachment ans.