Group theory, if every non- identity element of a group has order 2 then G is an abelian group

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15. if every non-identity element of a group has order 2 then G is abelian group 15. if every non-identity element of a group has order 2 then G is abelian group
If every non-identity element of a group G is of order 2,then show that G is abelian. If every non-identity element of a group G is of order 2,then show that G is abelian.
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