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On a set (A), the empty relation (R=\varnothing) is given. Is (R) transitive?

Answer and explanation

Correct answer: Yes, because there is no chain that can violate it

Step 1: Transitivity is checked only when both ((a,b)) and ((b,c)) are in the relation. Step 2: In the empty relation, no such pair exists, so no violation occurs. Step 3: The empty relation is commonly treated as transitive by vacuous truth.

Related tags

Empty RelationVacuous TruthTransitivityTransitive RelationRelations And FunctionsMathematicsClass 12 Mcq

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