Question

every subgroup of cyclic group is...​

Answer 1

Answer:

Cyclic

Explanation:

All subgroups of cyclic group is know as cyclic .

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Answer 2

Answer:

Theorem: All subgroups of a cyclic group are cyclic. If G=⟨a⟩ is cyclic, then for every divisor d of |G| there exists exactly one subgroup of order d which may be generated by a|G|/d a | G | / d . Proof: Let |G|=dn | G | = d n .

Explanation:

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