question: Give an examples of a group G and a normal subgroup N satisfying the following properties; or if no example exists, state that. In either case, justify answers.

(a)G is abelian, and G/N is non-abelian

(b)G is cyclic, and G/N is not cyclic

(c)G/N is not isomorphic to any subgroup G.

could anyone help me with this problem??? please?