A) reflexive, symmetric and not transitive
B) reflexive, symmetric and transitive
C) reflexive, not symmetric and transitive
D) not reflexive, symmetric and transitive
Correct Answer: A
Solution :
Let\[W=\{CAT,TOY,YOU,.....\}\] Clearly, R is reflexive and symmetric but not transitive. Since, \[_{CAT}{{R}_{TOY}}{{R}_{YOU}}{{\cancel{\Rightarrow }}_{CAT}}{{R}_{YOU}}\]
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