In this article, a prey predator model with Holling type II functional response with diffusive parameters is proposed to analyse the dynamics and effects of diffusion and delay further. Local and global stability is discussed both analytically and graphically. An appropriate time delay is introduced in the model to catch the effects of the delay and considering delay as bifurcation parameter to examine the Hopf-bifurcation, which allows us to draw some interesting findings to discuss in both analytical and graphical view. Finally numerical simulations are performed to validate the results by using MATLAB. © 2020, Research Publication. All rights reserved.