If G is Abelian then G' is also Abelian

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#Properties of Isomorphisms Acting on Groups
#Suppose that f is an isomorphism from a group G onto a group .Then f carries the identity of G to the identity of
#isomorphism from a
#group G onto a group .Then f carries the
#identity of G to the identity of
#abelian
#gallian
#algebra
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