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On the set of points in a plane, (P R Q) is defined when (P) and (Q) have the same (y)-coordinate. What is the nature of this relation?

Answer and explanation

Correct answer: Transitive

Step 1: If (P) and (Q) have the same (y)-coordinate, and (Q) and (S) have the same (y)-coordinate, then (P) and (S) also have the same (y)-coordinate. Step 2: Hence (P R S) is true. Step 3: In a relation based on the same property, check that the property passes through the chain.

Related tags

Coordinate GeometrySame CoordinateTransitiveClass 12Transitive RelationRelations And FunctionsMathematicsClass 12 Mcq

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