3. Assume Assume that (G, *) is a semigroup with identity e such that a for every a G. Prove that is commutative: ab
3. Assume Assume that (G, *) is a semigroup with identity e such that a for every a G. Prove that is commutative: ab = ba for a, b = G.
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Authors: Margaret Lial, John Hornsby, Terry McGinnis
13th Edition
0134895983, 978-0134895987
