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If two equivalence classes (B_1) and (B_2) of an equivalence relation satisfy (B_1\cap B_2\neq \varnothing), what conclusion follows?

Answer and explanation

Correct answer: (B_1=B_2)

Step 1: Equivalence classes are either completely disjoint or exactly the same. Step 2: If two classes have a common element, that element connects both classes. Step 3: Therefore the two classes cannot remain distinct, so (B_1=B_2).

Related tags

Equivalence ClassesIntersectionPartition TheoremTheoryEquivalence RelationRelations And FunctionsMathematicsClass 12 Mcq

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