Abstract
In the present paper, we establish two general sharp inequalities for the squared norm of second fundamental form for mixed totally geodesic warped product pseudo-slant submanifolds of the form M-perpendicular to x(f) M-theta and M-theta x(f) M-perpendicular to, in a nearly Kenmotsu f-manifold (M) over bar, which include the squared norm of the warping function and slant angle. Also, equality cases are verified. We proved that some previous results are trivial from our results. Moreover, we generalized the inequality theorems [3] and [26] from our derived results.