Recently, Krasner (m, n)-hyperrings were introduced and analyzed by Davvaz et. al. This is a suitable generalization of Krasner hyperrings. In this research work, we consider that if I is a normal hyperideal of a Krasner (m, n)-hyperring R, then the quotient hyperring [R : I*] is an (m, n)-ring. Moreover, we prove that if R is a multiplicative (m, n)-ary hyperring and I is a normal hyperideal of R, then [R : I*] is an (m, n)-ring.