Symmetric Relation with Examples | Discrete Mathematics
Symmetric relation is a type of relation in discrete mathematics where if there is a relation between elements 'a' and 'b', then there exists a relation between 'b' and 'a' as well. In other words, if (a,b) is a part of a symmetric relation R, then (b,a) must also be a part of R. This video on operations on symmetric relation in discrete mathematics will cover how to identify and define a symmetric relation, how to check if a relation is symmetric, and the properties and examples of symmetric relations. It will also cover how to perform operations on symmetric relations, such as finding the composition of symmetric relations and inverse of symmetric relations.
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