Solving Differential Equations Using Method of Separation of Variables

Method of separation of variables is one of the most widely used techniques to solve first order ordinary differential equations and is based on the assumption that the differential equation is separable, that is, the equation can be represented as a product or quotient of several functions.
Differential equations are statements that contain one or multiple derivatives terms. This refers to terms that represent the rates of change of fluctuating quantities. Differential equations are very commonly used in science and engineering.
In this video, You will learn how to;
1. How To Express derivatives in terms of dy=f(x)dx
2. How To Integrate Functions
3. How To Solve First Order Differential Equations
4. How To Solve Differential Equations by separation of variables
5. How To find the general solution of a differential equation
6. Solving Problems in Engineering Mathematics involving Ordinary Differential Equations
7. How To solve differential equations using method of separation of variables
8. The method of separation of variables for solving Differential Equations
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#ode