In this paper, we explore a double-step method for solving nonlinear equations containing differentiable and non-differentiable operators. Our approach is based on a combination of three different methods. We have analyzed the local convergence of the suggested method, considering both Lipschitz and L-average conditions, and established the superquadratic (2. 414) order of convergence. Finally, we have pictured numerical results that are compared with those obtained by using several existing methods.
Pradhan et al. (Sun,) studied this question.