Suppose that G is an Abelian group of order 16, and in
Chapter 11, Problem 30E(choose chapter or problem)
Problem 30E
Suppose that G is an Abelian group of order 16, and in computing the orders of its elements, you come across an element of order 8 and two elements of order 2. Explain why no further computations are needed to determine the isomorphism class of G.
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