srjecsSRJECSSRJECS2788-9408https://doi.org/10.47310/srjecs.2023.v03i02.014Nearly Maximal Projective ModulesNadaK.AbdullahSummerW.OmarAll rings in this work are right ring and all modules is right module(mod) X over a ring R. A mod X is said to be nearly maximal projective (for short; Ner.Mx.Pro.Mod)) if ∀ epimorphism(Epi) θ:R→R/E where E is a nearly maximal(mx) ideal of R and ∀ homomorphism(Hom) Ψ:X→R/E, ∃ a Hom ɸ:X→R s.t. θɸ=Ψ. We characterized some classes of rings whose injective(Inj) mods are Ner.Mx.Pro.Mod.