  In the year 1984 Shibata investigated the theory of a change which is called
a $ \beta $-change of a Finsler metric. On the other hand in 1985 a systematic
study of geometry of hypersurfaces in Finsler spaces was given by Matsumoto. In
the present paper is to devoted to the study of a condition for a Randers
conformal change to be projective and find out when a totally geodesic
hypersurface $ F^{n-1} $ remains to be a totally geodesic hypersurface $
F^{n-1} $ under the projective Randers conformal change. Further obatined the
condition under which a Finslerian hypersurfaces given by the projective
Randers conformal change are projectively flat.
