Let R be reflexive relation on the finite set a having 10 elements and if m is the number of ordered pair in R, then
Given R has m order pairs. \[\] Since R is reflexive relation on A, therefore \( \forall a \in A \), \( (a, a) \in R \) \[\] Then the minimum no. of ordered pairs in R is 10. \[\] Therefore \( m \geq 10 \).
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