This article uses Beddington and Holling type-II functional response to explore a tritrophic food web model system with prey-predator such as prey, midpredator, and top predator. This model’s positivity, boundedness, local stability, and global stability were investigated. In addition, stability requirements are derived using the Routh-Hurwitz criterion. Both theoretical and numerical discussions of Hop bifurcation are included. Additionally, the Center Manifold Theorem has been used to establish the stability of non-hyperbolic equilibrium sites. Additionally, Matlab ode45 software has been used for numerical analysis, demonstrating the dynamic character of the model system.