Introduction to Ordinary Differential Equations (ODES), basically we will explain the concept of Ordinary Differential Equations in details. In the second step, you will learn the Basic Concepts, Definitions and classification of differential equations. In the third step, we will shed a light what is the Solution of an Ordinary Differential Equations. Also, we will discuss the Types of solutions. In the fourth step, we will guide how to format a differential equation of a given function. we will call this method is Formation of a ODESIn the fifth step, we will discuss the Examples of Formation of Differential Equations. You will learn first order differential Equations by using different Methods. The Methods are as follows: In this method, you will learn how to solve Separable VariabableIn this method, you will learn how to solve Reducible to separable VariableIn this method, you will learn how to solve Homogeneous Differential EquationsIn this method, you will learn how to solve Reducible to Homogeneous Differential EquationsIn this method, you will learn how to solve Exact Differential Equations. In this method, you will learn how to solve Integrating Factors (There are four types of this method)In this method, you will learn how to solve Reducible to Exact Differential Equations. In this method, you will learn how to solve Linear Differential EquationsIn this method, you will learn how to solve Reducible to Linear Differential Equations (Bernaulli’s Differential Equations)In this method, you will learn how to solve Recatti EquationsIn this method, you will learn how to solve Clarauit’s EquationsIn this method, you will learn how to solve Solveable for xIn this method, you will learn how to solve Solveable for y In this method, you will learn how to solve Solveable for pApplication of First Order Differential EquationsOrthogonal TrajectoryGrowth and DecayNewton’s Law of CoolingSeries CircuitApplication in PhysicsKinematicsfree Fall BodiesMechanics
