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A group G is such than a^3 = e for every a in G. Is it abelian?
Homework Statement Let G be a group and e its identity. This group has the property that a^3 = e, for every a in G. What I need to do is verify if this condition is sufficient for G to be abelian. 2. The attempt at a solution I found a non-trivial group for which this is true, namely the...- F_idl
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- Forum: Calculus and Beyond Homework Help