A={2,3,6,8,9,11}B={1,4,5,10,15}(a,b)R(c,d)3ad−7bc Reflexive : (a,b)R(a,b) ⇒3ab−7ba=−4ab always even so it is reflexive. Symmetric : If 3ad−7bc= Even Case-I : odd odd Case-II : even even (c, d) R(a,b)⇒3bc−3ab Case-I : odd odd Case-II : even even so symmetric relation Transitive : Set (3,4)R(6,4) Satisfy relation Set (6,4)R(3,1) Satisfy relation but (3,4)R(3,1) does not satisfy relation so not transitive.