Application of Laplace Transform in Solving Perturbed Differential Equation

Laplace transform has many applications in science and engineering because it is a tool for solving differential equations. In particular, it transforms linear differential equations into algebraic equations and convolution into multiplication. The purpose for embarking on this research work is to determine the Application of Laplace Transform in Solving Perturbed Differential Equation, thereby eliminating the bottleneck of the Perturbed Differential Equation. The research design used in this report is descriptive design, utilizing questionnaire method to obtain information from the respondents for this project. Data were collected from the primary source which questionnaire was used as an instrument of data collection while secondary data were sources from textbooks, journals, newspapers and the internet were employed. This study will be of immense benefit to statistician and other researchers who intend to know more on this study and can also be used by non-researchers to build more on their research work. This study contributes to knowledge and could serve as a guide for other study.