Volterra integral equations of the second kind are widely used in physics and mathematical sciences, as well as in various fields. These equations have problems in solving equations due to their integral structure and complexity. In this study, attention will be paid to the Trapezoid method, which proposes a practical and efficient solution for solving equations. In our article, the theoretical foundations of this method, as well as its different and similar features with other methods, are compared and explained through examples. One of the main points of attention is the selection of a successful method to be used in solving integral equations.