Morgan-Voyce Polynomial Approach for Ordinary Integro-Differential Equations Including Variable Bounds

An effective matrix method to solve the ordinary linear integro-differential equations with variable coefficients and delays under initial conditions is offered in this article. Our consists of determining approximate solution form Morgan-Voyce Taylor polynomials their derivatives collocation points. Then, we reconstruct problem as a system system. Also, some examples are given show validity residual error analysis investigated.