0 0 votes State True or False? Empty set Φ is an equivalence relation. Set Theory & Algebra relations + – srestha 3.3k views answer comment Share Follow Print See all 7 Comments 7 7 Comments reply Show 4 previous comments Deepanshu commented Sep 21, 2018 reply Follow flag @Sayan Bose SO IF SET IS EMPTY THEN I AM NOT ABLE TO DRAW CONCLUSION FROM https://gateoverflow.in/229165/self-doubt 0 0 replyShare Sayan Bose commented Sep 21, 2018 reply Follow flag Yes I have seen the discussion on that link. Which part are you not able to understand ? 0 0 replyShare Deepanshu commented Sep 21, 2018 reply Follow flag THAT PICTURE IS NOT LOADING AT THAT TIME. FROM PICTURE I UNDERSTAND :) 0 0 replyShare Please log in or register to add a comment.
Best answer 3 3 votes There is one thing relationship Empty relation on empty set is reflexive,irreflexive, symmetry, assymetric, antisymmetric and transtive Empty relation on non empty set is irreflexive, symmetry, asymmetric, antisymmetric, transtive. Tesla! answered Sep 21, 2018 • selected Jan 25, 2019 by Shaik Masthan Tesla! comment Share Follow See all 5 Comments 5 5 Comments reply Show 2 previous comments arvin commented Sep 22, 2018 reply Follow flag short and simple :) 0 0 replyShare sripo commented Oct 10, 2018 reply Follow flag Can a relation be both reflexive and irreflexive.If yes can you please give examples.Aren't reflexive and irreflexive both mutually exclusive sets? 0 0 replyShare Tesla! commented Oct 10, 2018 reply Follow flag @sripo Empty relation on empty set or both reflexive and irreflexive, it's only example I know , and you will find many material where proof is given 0 0 replyShare Please log in or register to add a comment.
