Every cyclic group is_______.
A)a group with finite order
B)a group with prime order
C)a non abelian group
D)an abelian group

Question

Quizplus · Accepted Answer

Cyclic groups are defined by the property that each element can be generated by repeatedly applying the group operation to a particular element (or its inverse). This inherently means that the group operation is commutative, making all cyclic groups abelian.

Every Cyclic Group Is_______