  We explicitly construct the eigenfunctions of the Laplacian for the fuzzy
Grassmannian spaces $Gr_{2;n}^F$. We calculate the spectrum and find it be a
truncation of the continuum case. As a byproduct of our approach we find a
novel expression for the Grassmannian harmonics in terms of Plucker
coordinates which can be interpreted as free Schrodinger particle wave
functions on $Gr_{2;n}$.
