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$If ' R^{'} be a relation defined as a R b iff | a - b | > 0, then the relation is (a, b \in R)$

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Reflexive only

symmetric only

Transitive only

Symmetric and transitive

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detailed solution

Correct option is B

|a−a|=0∴R is not Reflexive If |a−b|>0⇒|b−a|>0R is Symmetric

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If ' R′ be a relation defined as aRb iff |a−b|>0, then the relation is (a,b∈R)

Unlock the full solution & master the concept.

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$If ' R^{'} be a relation defined as a R b iff | a - b | > 0, then the relation is (a, b \in R)$