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71. If G is cyclic group then G/H is cyclic group where H is normal subgroup of G | AdnanAlig
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,if g/h is cyclic then g is cyclic,if g/h is cyclic then g is abelian,If G is a cyclic group and N is a subgroup of G then prove that G/N is a cyclic group, If G is an abelian group and N is a normal subgroup of G then prove that G/N is an abelian group,Let N be a subgroup of the center of G show that if G/N is a cyclic group then G must be abelian,
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AdnanAlig Mathematics
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if g/h is cyclic then g is cyclic
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if g/h is cyclic then g is abelian
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If G is a cyclic group and N is a subgroup of G then prove that G/N is a cyclic group
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If G is an abelian group and N is a normal subgroup of G then prove that G/N is an abelian group
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Let N be a subgroup of the center of G show that if G/N is a cyclic group then G must be abelian