Description
This course covers 3 main parts where the first part is the introduction and classification of the ordinary differential equations that includes the types of differential equations, independent and dependent variables in the differential equations, the order of a differential equations, the linearity of a differential equations, initial value problem and boundary value problem. Then students will learn to solve the separable first order differential equation and the first order linear differential equations analytically in the second part. The third part involves the solving of the first order linear differential equations by using the numerical method. Students will learn how to solve the first order differential equation numerically by using Euler's method and Runge-Kutta method. Students learn the topics through a series of recorded videos and interactive quizzes.
Prerequisite
None.
Micro Learning Outcomes
Upon completion of this course, students should be able to:1. classify the differential equations
2. solve a separable first order differential equations and the first order linear differential equation
3. solve a first order differential equations using Euler's method and Runge-Kutta method
Recognition
First Order Differential Equations