Course Description

Course Name

Engineering Mathematics I

Session: VSOS3221

Hours & Credits

3 Credits

Prerequisites & Language Level

Taught In English

  • There is no language prerequisite for courses at this language level.

Overview

Introduction
This class introduces standard procedures on how to solve various types of ordinary differential equations (first-order and second-order, homogeneous and non-homogeneous), systems of differential equations and eigenvalue problem, series solution of differential equations, Laplace transforms, and vector algebra.

Course Objectives
Most lectures will be conducted in connection with practically important engineering problems. Since differential equations are of fundamental significance in engineering mathematics and practical applications, students are strongly encouraged to make themselves fully understood the contents by reviewing the lectures everyday.

Chapter 1.First-order ODEs

Chapter 1.First-order ODEs

Chapter 2.Second-order Linear ODEs

Chapter 2.Second-order Linear ODEs

Chapter 2.Second-order Linear ODEs

Chapter 3.Higher Order Linear ODEs

Chapter 3.Higher Order Linear ODEs

Chapter 3.Higher Order Linear ODEs

Chapter 4.System of ODEs

Chapter 4.System of ODEs

Chapter 4.System of ODEs

Chapter 4.System of ODEs

Chapter 5.Laplace Transformations

Chapter 5.Laplace Transformations

Chapter 5.Laplace Transformations

Chapter 5.Laplace Transformations

*Course content subject to change