# Types of Relations of Sets

Types of relations are always to be the properties of interaction, which are reflexive, symmetric, transitive, antisymmetric and are to be understood in the below topics. A relation from your set A to your set B is usually a subset of A * B. A relation on a set A is usually a subset of A *A. If a relation A is supposed to have n elements, then a relation on A has between 0 and n$^2 $ elements and there are 2$^{n^2} $ possible relations on A. If f is usually a function from A to A, then {(a,b) | a $\in$ A, f(a) = b} is a relation on A. Learn the several types of sets relation in this article and understand these kinds in depth from the proper explanation furnished.