Let g be a group and h de a cyclic group and be a group homomorphism from g onto r, (h) = g is abelian group (a () (b) not abelian cyclic (d) none of these

Let G be a group and H De a cyclic group and be a group homomorphism from G onto r, (H) = G is Abelian Group (A () (B) Not Abelian Cyclic (D) none of these