Based on El-Nabulsi dynamical model

the Noether symmetries and the conserved quantities for the variational problem of Birkhoffian system from extended exponentially fractional integral are presented and studied. Firstly

the El-Nabulsi-Pfaff-Birkhoff variational problem from extended exponentially fractional integral is presented

then the corresponding El-NabulsiBirkhoff equations are derived. Secondly

the definitions and the criteria of the Noether symmetric transformations and the Noether quasi-symmetric transformations of the system are given

which are based on the invariance of El-Nabulsi-Pfaff action under the infinitesimal transformations of group. Finally

the Noether theorem for the variational problem of Birkhoffian system from extended exponentially fractional integral is established

which reveals the inner relationship between a Noether symmetry and a conserved quantity. An example is given to illustrate the application of the results.