Prove that in any group, the relation "x is a conjugate of y" is an equivalence relation. Not sure what to do here
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Originally Posted by natmov85 Prove that in any group, the relation "x is a conjugate of y" is an equivalence relation. Not sure what to do here I assume you are talking about conjugacy classes . Reflexivity: try Symmetry: Try switching and Transitivity: This is up to you.
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