In this work oplus-e-supplemented modules are defined and some
properties of these modules are investigated. It is proved that the
finite direct sum of oplus-e-supplemented modules is also
oplus-e-supplemented. Let M be a distributive and oplus-e-supplemented
R-module. Then every factor module and homomorphic image of M are
oplus-e-supplemented. Let M be a oplus-e-supplemented R-module with SSP
property. Then every direct summand of M is oplus-e-supplemented.