Asked by Anonymous
Prove that a cyclic group with prime order p has two subgroups.
Firstly, I know that the two groups are the trivial group and itself. I don't know how to start the proof.
Firstly, I know that the two groups are the trivial group and itself. I don't know how to start the proof.
Answers
Answered by
Steve
think of Lagrange's theorem on prime order.
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