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Klein four-group

58 bytes added, 01:43, 22 June 2011
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==Subgroups==
 
{{further|[[subgroup structure of Klein four-group]]}}
{{normal subgroups}}
All subgroups are normal, since the group is Abelianabelian. There is a total of five subgroups: the whole group, the trivial subgroup, and two-element subgroups (viz ., copies of [[cyclic group:Z2|the cyclic group of order 2]]).
{{characteristic subgroups}}
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