Math, asked by ashish08, 7 months ago

why an empty relation is symmetric and transitive ??? please explain in detail....

Answers

Answered by Anonymous

Answer:

Now for a set to be symmetric and transitive: As these are conditional statements if the antecedent is false the statements would be true. And as the relation is empty in both cases the antecedent is false hence the empty relation is symmetric and transitive.

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