  The main results of this paper are an asymptotic expansion in powers of
$\hbar$ for the spectral measure $\mu_\hbar$ of a semi-classical Toeplitz
operator, $Q_\hbar$, and an equivariant version of this result when $Q_\hbar$
admits an $n$-torus as a symmetry group. In addition we discuss some inverse
spectral consequences of these results.
