Let g be a group of order n and suppose that g has 2n-1


Let G be a group of order n and suppose that G has 2^(n-1) subgroups. Show that G = or G is isomorphic to Z2 . You may use the fact that a set of k elements has 2^k subsets.

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Mathematics: Let g be a group of order n and suppose that g has 2n-1
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