الخلاصة

In this research we have worked on using numerical methods to solve the continuous, triple integrals that cannot be solved using the conventional methods. The numerical methods which we adopted are applied on the three dimensional so that ( h1 = h2 = h3 ), meaning that the number of the partial periods is equal on all the internal, the middle, and the external dimensions for the triple integral periods. We have called these methods (3M) and 2M (S), where (3M) represents the (midpoint rule) which is also applied on three dimensions. The symbol 2M(S) represents the (midpoint rule) on the external dimension Z and the middle dimension Y, and the Simpson’s rule on the internal dimension X. The results were accelerated using the accelerated method (Aitken’s Acceleration ) to get better results.