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Relation on a set is both symmetric and antisymmetric

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Reference no: EM131574449

Question: Give an example of a relation on a set that is

a) both symmetric and antisymmetric.

b) neither symmetric nor antisymmetric

A relation R on the set A is irreflexive if for every a ∈ A, (a, a) /∈ R. That is, R is irreflexive if no element in A is related to itself.

Reference no: EM131574449

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