The relation R defined on the set of all real numbers by xRy such that | x - y | ≤ 3 is :

Question

The relation R defined on the set of all real numbers by xRy such that | x - y | ≤ 3 is : (A) Reflexive and symmetric only (B) Reflexive and transitive only (C) Symmetric and transitive only (D) Equivalence relation

Tardigrade Admin · Accepted Answer

Correct answer is (a) Reflexive and symmetric only

Q. The relation R defined on the set of all real numbers by xRy such that ∣x−y∣≤3 is :

Reflexive and symmetric only

Reflexive and transitive only

Symmetric and transitive only

Equivalence relation

Correct answer is (a) Reflexive and symmetric only

Q. The relation R defined on the set of all real numbers by $x R y$ such that $∣ x - y ∣ \leq 3$ is :