A relation which has all the elements of set A is called universal relation on set A
False
In a universal relation every element will be related to each other. If we consider the set A = {a,b,c} and the relation R= {(a,b), (b,c)}, you will find that all the elements of set A are part of this relation(a,b and c). But this is not the universal relation defined on A. In a universal relation, all elements will be connected to every other element. Merely the presence of all the elements does not make it a universal relation. So the given statement is wrong