Let (G, ) be a group with Z(G) being the center. If G/Z(G) is cyclic then G is abelian. (Remember: Z(G) is normal so G/Z(G) forms a group under .......)

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Let (G, ) be a group with Z(G) being the center. If G/Z(G) is cyclic then G is abelian. (Remember: Z(G) is normal so G/Z(G) forms a  group under .......)

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