A) (b) 1 (c) 2 (d) 4 7. let g be a group of order 17. the total number of non-isomorphic

Every group with an order p where p is prime is cyclic, indeed, isomorphic to Zp. Since 17 is prime, it's only divisors are 1,17. If there are subgroups of G, they must be of order...