A. Prove that the cyclic group of order 3 is a group by doing the following:
1. State each step of your proof.
2. Provide written justification for each step of your proof.

B. Prove that the cyclic group of order 3 is isomorphic to Z3 under addition by doing the following:
1. State each step of your proof.
2. Provide written justification for each step of your proof.

Question

A.  Prove that the cyclic group of order 3 is a group by doing the following:
1.  State each step of your proof.
2.  Provide written justification for each step of your proof.
 

B.  Prove that the cyclic group of order 3 is isomorphic to Z3 under addition by doing the following:
1.  State each step of your proof.
2.  Provide written justification for each step of your proof.

anonymous · Answer

sorry too hard im only in yr 10