IN HersteinSolution Ex 3 Section 2.3||Abelian Group
If G is a group such that (ab)^2= a^2b^2 for all a,b in G, show that G is abelian.
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#AbelianGroup
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If G is a group such that (ab)^2= a^2b^2 for all a,b in G, show that G is abelian.
#INHerstein
#AbelianGroup
#AbstractAlgebra