  We calculate the rates for inclusive hadronic decay of the three $\chi_{bJ}$
states into a pair of light bottom squarks as a function of the masses of the
bottom squark and the gluino. We include color-singlet and color-octet
configurations. The color-octet contribution is found to be insignificant for
the $\chi_{b0}$ but can dominate in the $\chi_{b2}$ case if current lattice
estimates are used for the color-octet matrix element. In comparison with the
standard model values, bottom squark decays can increase the predicted hadronic
width of the $\chi_{b0}$ by as much as 35%, for very small bottom squark masses
and gluino masses in the range of 12 GeV, but make a small contribution in the
cases of $\chi_{b1}$ and $\chi_{b2}$. Data from decays of the $\chi_{bJ}$
states could provide significant new bounds on the existence and masses of
supersymmetric particles.
