In this article we study two classes of contact metric three manifolds,
where first we investigate the necessary and sufficient condition for the contact
metric three manifold to be partially pseudo- Ricci-symmmetric manifold of
constant type.
We
find also two relations that the 3-dimensional (k,m,n ) _ contact
metric manifold has to satisfy to be partially pseudo- Ricci-symmetric manifold
of constant type.
