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Question

Identify the false statement

A
A non-empty subset H of group G is a subgroup of G if and only if for every a,bϵHab1ϵH
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B
The intersection of two subgroups of a group G is again a subgroup
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C
A group of order three is not abelian
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D
If in a group F. (ab)2=a2b2a,bϵG then G is abelian
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