consider the relations R1 and R2 on {a, b, c, d, e} as R1 = {(a, b), (a,c), (b,b) , (c,d), (c,c), (c,e)} and R2 = {(a,a) , (a,d), (d,b), (d,e), (d,d), (e,c)} find the reflexive, symmetric and transitive closures of R1 and R2
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