1.On the set R of real numbers, the relation p is defined by xpy,a.If |x – y| < 2, then p is reflexive but neither symmetric nor transitiveb.If x + y < 2, then p is reflexive and symmetric but not transitivec.If xy ≥ 0, then p is reflexive and transitive but not symmetricd.If xy ≥ 0, then p is transitive but neither reflexive nor symmetricLogin to continueOnly logged in users canattempt or see the solution.
