Abstract The concept of fuzzy modules was introduced in . In this paper we construct fuzzy quotient modules. First, we introduce prime submodules and construct the fuzzy quotient module of an arbitrary fuzzy divisible module by its fuzzy prime submodule. Furthermore, by means of the localization of rings  we extend a fuzzy divisible module and its arbitrary fuzzy submodule to a large region and establish the fuzzy quotient module for the localized fuzzy modules. Finally, we construct the fuzzy quotient module for a fuzzy divisible module and its arbitrary fuzzy submodule, in a reasonable way. This generalization extends the concept of fuzzy quotient to a large number of fuzzy modules, of course, including fuzzy quotient vector spaces.