  We consider N=1 supersymmetric Yang-Mills theory with fundamental matter in
the large-N_c approximation in 1+1 dimensions. We add a Chern-Simons term to
give the adjoint partons a mass and solve for the meson bound states. Here
``mesons'' are color-singlet states with two partons in the fundamental
representation. The spectrum is exactly supersymmetric, and there is complete
degeneracy between the fermion and boson bound states. We find that the mass
spectrum is composed of two distinct bands. We analyze the properties of the
bound states in each band and find a number of interesting properties of these
states. In both bands, some of the states are nearly pure quark-gluon bound
states while others are nearly pure squark-gluon bound states. The structure
functions of many of the bound states found are very strongly peaked near x=0.
The convergence of the numerical approximation appears to be very good in all
cases.
