A semiring (S, +,⋅) is said to be a quasi-orthodox semiring if for any e,f E+(S), there exists some positive integer n such that n(e + f) = (n + 1)(e + f). In this paper, we investigate the congruence generated by on quasi completely regular semirings with and without the special conditions like being quasi-orthodox. We further establish that the interval which - belongs to is [,ν]. © 2022 World Scientific Publishing Company.