Count of Symmetric relations of a set of n elements.

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Number of Symmetric Relations on a Set ProofNumber of Symmetric Relations on a Set Proof
Number of symmetric relations on set with n elements is 2^n(n + 1)/2 where n number of items in setNumber of symmetric relations on set with n elements is 2^n(n + 1)/2 where n number of items in set
Number of Symmetric Relations on a set with Number of Symmetric Relations on a set with 'n' elements | Detailed Explanation
Counting Symmetric Relations on a SetCounting Symmetric Relations on a Set
Number of Antisymmetric relationsNumber of Antisymmetric relations
Number of Reflexive and Symmetric Relations on a Set ProofNumber of Reflexive and Symmetric Relations on a Set Proof
The number of symmetric relation on a set contains n elementsThe number of symmetric relation on a set contains n elements
P&C: Number of Reflexive, Symmetric, Anti symmetric, Transitive? & Equivalence relationsP&C: Number of Reflexive, Symmetric, Anti symmetric, Transitive? & Equivalence relations