Application of Maple on the Integral Problems

Abstract

This paper takes the mathematical software Maple as the auxiliary tool to study four types of integral problems related to hyperbolic functions. We can obtain the infinite series forms of these four types of integrals by using geometric series and integration term by term theorem. The research methods adopted in this study involved finding solutions through manual calculations and verifying these solutions by using Maple. This type of research method not only allows the discovery of calculation errors, but also helps modify the original directions of thinking from manual and Maple calculations. For this reason, Maple provides insights and guidance regarding problem-solving methods.