జర్నల్ ఆఫ్ అప్లైడ్ & కంప్యూటేషనల్ మ్యాథమెటిక్స్

Revised Methods for Solving Nonlinear Second Order Differential Equations

Abstract

Lemi Moges Mengesha

In this paper, it has been tried to revise the solvability of nonlinear second order Differential equations and introduce revised methods for finding the solution of nonlinear

second order Differential equations. The revised methods for solving nonlinear second order Differential equations are obtained by combining the basic ideas of

nonlinear second order Differential equations with the methods of solving first and second order linear constant coefficient ordinary differential equation. In addition to

this we use the property of super posability and Taylor series. The result yielded that the revised methods for second order Differential equation can be used for solving

nonlinear second order differential equations as supplemental method.