Question #118522

Every cyclic group is

a.Commutative

b.Distributive

c.Multiplicative

d.Additive

Expert's answer

Since aman=anama^ma^n=a^na^m for every amaa^m\in\langle a\rangle and anaa^n\in\langle a\rangle, we obtain that a\langle a\rangle is commutative.

Answer: commutative


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