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A group (G,∗) is defined as a set with a binary operation ∗ that satisfies
Closure,Distributivity, Identity, Inverse
Closure,
Distributivity, Identity, Inverse
Closure,Commutativity, Identity, Inverse
Commutativity, Identity, Inverse
Closure,Associativity, Commutativity, Distributivity
Associativity, Commutativity, Distributivity
Closure,Associativity, Identity, Inverse
Associativity, Identity, Inverse
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