If G is an abelian group and the group G' is a homomorphic image of G, prove that G' is abelian.
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Originally Posted by rainyice If G is an abelian group and the group G' is a homomorphic image of G, prove that G' is abelian. I just helped someone with this in another thread. Just note that if then and so
Originally Posted by Drexel28 I just helped someone with this in another thread. Just note that if then and so do you mind linking me to that thread? thank you ~!
Originally Posted by rainyice do you mind linking me to that thread? thank you ~! I said less there than I did here, so I don't think it would help.
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