Find out reflexive, symmetric and transitive closure of following relation R.
R = {(1,2), (2,3), (3,3)}
Let A={1,2,3}
For R to be reflexive, then it aRa for all a in A. But, . Hence R is not reflexive.
For R to be symmetric, then . But Hence R is not symmetric.
For R to be transitive, then But, 1R2 and 2R3 and . Hence R is not transitive.
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