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🧩 Topic: Properties of Relations (Mathematics)

Welcome to your 🧩 Topic: Properties of Relations (Mathematics)

Which property must hold for equivalence classes to exist?

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The relation β€œis parallel to” between lines in a plane is:

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The relation β€œis equal to” on real numbers is:

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Which of the following is symmetric?

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The universal relation on any non-empty set is:

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Which of the following relations is antisymmetric?

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The identity relation on a set A is always:

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The relation β€œis less than” (

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Which of the following is not a property of equivalence relation?

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A relation that is not reflexive is called:

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The relation β€œdivides” (|) on natural numbers is:

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The empty relation on any non-empty set is:

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If R and S are reflexive relations on A, then R∩S is:

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A partial order relation is:

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A relation R is transitive if:

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Which of the following is not transitive?

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1. A relation R on set 𝐴 is reflexive if:

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If a relation is reflexive, symmetric, and transitive, it is called:

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