If R is an equivalence relation on a set A then R inverse is also an equivalence relation on A.

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If R is an equivalence relation on a set A. then R inverse is also an equivalence relation on A. If R is an equivalence relation on a set A. then R inverse is also an equivalence relation on A.
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If R is an equivalence relation in a set A, then inverse relation of R is also an equival. relation If R is an equivalence relation in a set A, then inverse relation of R is also an equival. relation
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If R is equivalence relation then R inverse is also an equivalent relation. If R is equivalence relation then R inverse is also an equivalent relation.
If R is the largest equivalence relation on a set A and S is any relation on A, then (a) R ⊂ S If R is the largest equivalence relation on a set A and S is any relation on A, then (a) R ⊂ S
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If \( R \) is an equivalence relation on a set \( A \), then \( R^{-1} \), is (A) reflexive only... If \( R \) is an equivalence relation on a set \( A \), then \( R^{-1} \), is (A) reflexive only...