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Group
Shiwank,
posted 1 month 3 days ago.

A group in Algebra is a set S with binary operation * [written as(S,*)] satisfies following properties
If a,b€S
then
1.Closure-(a*b)€S
2.Associative-a*(b*c)=(a*b)*c
3.Identity-There must be an identity element e in set S such that a*e=a
4.Inverse-There must be an element c in set S such that a*c=e(Identity Element)