Question: A relation R on a set S is irreflexive, if and only if, for every x E S, (x, ax) & S. Show that if

A relation R on a set S is irreflexive, if and
A relation R on a set S is irreflexive, if and only if, for every x E S, (x, ax) & S. Show that if R is irreflexive and transitive, then it is also antisymmetric

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