The relation " > " on a set of Real numbers is ______.

Reflexive

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Symmetric

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Transitive

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Equivalence

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Solution

The correct option is C Transitive
> stands for greater than.
It is not reflexive since A > A for a set of ral numbers is not possible.

It is Not Symmetric because if A > B, then B cannot be > A.

It is Transitive because if A > B and B > C then A > C.

It is Not Equivalence because it is neither Reflexive nor Symmetric.

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Similar questions

The empty relation defined on a set of real numbers is transitive.

a R b

| a - b | > 0

a R b ⟺ | a - b | > 0

| a - b | > 0.

| a | \leq b .

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