1.Let RRR be a relation on R\mathbb{R}R, given by R={(a,b):3a−3b+7 is an irrational number}R = \{(a, b): 3a - 3b + \sqrt{7}\text{ is an irrational number}\}R={(a,b):3a−3b+7 is an irrational number}. Then RRR isa.Reflexive but neither symmetric nor transitiveb.Reflexive and transitive but not symmetricc.Reflexive and symmetric but not transitived.An equivalence relationLogin to continueOnly logged in users canattempt or see the solution.
