Exactness: A Generalized Approach to Solve 1st order 1st Degree Ordinary Differential Equations

Abstract

Numerous sorts of 1^st order -1^st degree ordinary differential equation (ODE) are there along with their well-designed solution techniques depending on the assemblies of the equations. In this paper it is unveiled a single well-established solution procedure, exactness method, that can be used to solve all regular types of 1^st order- 1^st degree ODE. The transformation to exactness from the regular form has been demonstrated notionally and explicated with solved cases.

Cite as

Amena Ferdosui, M. Mostafizur Rahman, & Sajjadul Bari. (2020). Exactness: A Generalized Approach to Solve 1st order 1st Degree Ordinary Differential Equations. Journal of Applied Mathematics and Statistical Analysis, 1(3), 1–6. http://doi.org/10.5281/zenodo.4312261