  Matter collineations of spherically Symmetric Lorentzian Manifolds are
considered. These are investigated when the energy-momentum tensor is
non-degenerate and also when it is degenerate. We have classified spacetimes
admitting higher symmetries and spacetimes admitting SO(3) as the maximal
isometry group. For the non-degenerate case, we obtain either {\it four}, {\it
six}, {\it seven} or {\it ten} independent matter collineations in which {\it
four} are isometries and the rest are proper. The results of the previous paper
[1] are recovered as a special case. It is worth noting that we have also
obtained two cases where the energy-momentum tensor is degenerate but the group
of matter collineations is finite-dimensional, i.e. {\it four} or {\it ten}.
