On Conformally flat Almost Pseudo Ricci Symmetric Manifolds

The object of the present paper is to study conformally flat almost pseudo Ricci symmetric manifolds. The existence of a conformally flat almost pseudo Ricci symmetric manifold with non-zero and non-constant scalar curvature is shown by a non-trivial example. We also show the existence of an n-dimensional non-conformally flat almost pseudo Ricci symmetric manifold with vanishing scalar curvature.