Question: Question 41110 points] Consider the relation R defined on Z X Z as follows, R = {({x1,v1), (x2, v2 | (X1, v1), (:12, v2} E

Question 41110 points] Consider the relation R defined on Z X Z as follows, R = {({x1,v1), (x2, v2\" | (X1, v1), (:12, v2} E Z x Z, 1:1 + v1 = 34:2 + v2}. Which of the following statements about R is correct? 0 R is an equivalence relation 0 R is not an equivalence relation because it is not transitive O R is not an equivalence relation because it is not svmmetric O R is not an equivalence relation because it is not reflexive

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