Analysis of some differential equations with Akbari-Ganji and exp functions methods

It is possible to express the problems that arise in many disciplines with differential equations. The types of these differential equations can be linear or non linear. It is worth to know whether the existing differential equations created have a solution. If a solution exists, it may not be easy to find its solution. If the modelled equation has a solution, various semi-analytical methods are available to obtain their exact or approximate solutions of given equation. Akbari-Ganji method and Exp function method are one of the methods to reach these desired approximate solutions. Here, the approximate solutions of non linear ordinary differential equation will be analyzed with the Akbari-Ganji method and and Exp function method with Finally, approximate solutions will be graphed as well.