In this case unlike most of the first order cases that we will look at we can actually derive a formula for the general solution. A differential equation is considered to be ordinary if it has one independent variable. OK we have classified our Differential Equation the next step is solving.
In this article we learn the definition type of solutions how to solve these equations with one variable and two variables using different methods along with examples.
The general solution is derived below. Solutions of linear differential equations are relatively easier and general solutions exist. Definition of Linear Equation of First Order A differential equation of type y axy f x where ax and f x are continuous functions of x is called a linear. Ordinary differential equations can have as many dependent variables as needed.