Let ( G, ) be a group. Consider the binary operation * on the set G defined
Question:
Let ( G, •) be a group. Consider the binary operation * on the set G defined by
for a, b ∈ G. Show that ( G, *) is a group and that ( G, *) is actually isomorphic to ( G, •).
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It is easy to see that G is a group because the order of multiplication in G is simply revers...View the full answer
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