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March 21st, 2015, 08:24 AM   #1
Joined: Jan 2013

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Elements in commutator subgroup

We know that $|G| < \infty$ and $|G:Z(G)|^2 < |G'|$. Show that $G'$ contains elements
which are not commutators.

Can I get any hints?
Prold is offline  

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commutator, elements, subgroup

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