* Number of distinct binary relations of n elements is 2^(n^2).
* Number of reflexive relation of n elements is 2^((n^2)-n).* Number of distinct irreflexive relations of n elements is.2^((n^2)-n)
* Number of symmetric relation of n elements is.... 2^((n^2)+n)/2...* Number of distinct anti symmetric relations of n elements is 2^n *3^((n^2)-n)/2* Number of Asymmetric relation of n elements is 3^((n^2)-n)/2
* Number of reflexive relation of n elements is 2^((n^2)-n).* Number of distinct irreflexive relations of n elements is.2^((n^2)-n)
* Number of symmetric relation of n elements is.... 2^((n^2)+n)/2...* Number of distinct anti symmetric relations of n elements is 2^n *3^((n^2)-n)/2* Number of Asymmetric relation of n elements is 3^((n^2)-n)/2
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