Show that homomorphic image of a cyclic group is itself cyclic.

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Group theory lec:26 Theorem:20 Show that the homomorphic images of cyclic group are cyclic. Group theory lec:26 Theorem:20 Show that the homomorphic images of cyclic group are cyclic.
Lecture#206:The Homomorphic Image of a Cyclic Group is Cyclic Lecture#206:The Homomorphic Image of a Cyclic Group is Cyclic
Properties of Homomorphic Image - Chapter 8 - Lecture 11 Properties of Homomorphic Image - Chapter 8 - Lecture 11
Homomorphisms of Cyclic Groups Homomorphisms of Cyclic Groups
Homomorphism of cyclic groups Homomorphism of cyclic groups
Cyclic Groups (Abstract Algebra) Cyclic Groups (Abstract Algebra)
homomorphic image of cyclic group and cyclic groups of same order homomorphic image of cyclic group and cyclic groups of same order
Show that homomorphic image of a group is itself a group Show that homomorphic image of a group is itself a group