|(1,1) |
| (2,2) |
| …….. |
| ……… |
| (n,n)|
on the above matrix of n*n
largest Reflaxive Relation will be : n*n (must be diagonal + non_diagonal present for the purpose of largest)
largest symmetric Relation will be : n*n (diagonal + non_diagonal present for the purpose of largest)
largest Transitive Relation will be : n*n (diagonal + non_diagonal present for the purpose of largest)
then conclusion should be for equivalance rel. ref , symm , trans
largest equi. rel . = N*N
Please correct if i am wrong
Thank you !!