Mathematics for Engineering
Mathematics for Engineering, available at Free, has an average rating of 4.18, with 24 lectures, 3 quizzes, based on 1004 reviews, and has 26887 subscribers.
You will learn about Ability to distinguish different numbers types and understand power, logarithm, sine and cosine Understanding the difference between functions and equations and knowing how to plot basic functions and solve for equations. Knowing the definition of differentiation and integration from the first principle and how to use some properties, rules to find the derivatives and integration Ability to do basic complex number arithmetic using both polar and rectangular forms. Understanding sequence and series and knowing how to evaluate a series. Knowing why all of these topics are important in engineering This course is ideal for individuals who are Students who wish to learn applied mathematics. That is, how mathematics is used in the practical world. or Students who are going to learn more advanced engineering courses. Most intermediate engineering courses will require the basic math covered in this course. It is particularly useful for Students who wish to learn applied mathematics. That is, how mathematics is used in the practical world. or Students who are going to learn more advanced engineering courses. Most intermediate engineering courses will require the basic math covered in this course.
Enroll now: Mathematics for Engineering
Summary
Title: Mathematics for Engineering
Price: Free
Average Rating: 4.18
Number of Lectures: 24
Number of Quizzes: 3
Number of Published Lectures: 24
Number of Published Quizzes: 3
Number of Curriculum Items: 27
Number of Published Curriculum Objects: 27
Original Price: Free
Quality Status: approved
Status: Live
What You Will Learn
- Ability to distinguish different numbers types and understand power, logarithm, sine and cosine
- Understanding the difference between functions and equations and knowing how to plot basic functions and solve for equations.
- Knowing the definition of differentiation and integration from the first principle and how to use some properties, rules to find the derivatives and integration
- Ability to do basic complex number arithmetic using both polar and rectangular forms.
- Understanding sequence and series and knowing how to evaluate a series.
- Knowing why all of these topics are important in engineering
Who Should Attend
- Students who wish to learn applied mathematics. That is, how mathematics is used in the practical world.
- Students who are going to learn more advanced engineering courses. Most intermediate engineering courses will require the basic math covered in this course.
Target Audiences
- Students who wish to learn applied mathematics. That is, how mathematics is used in the practical world.
- Students who are going to learn more advanced engineering courses. Most intermediate engineering courses will require the basic math covered in this course.
Mathematics for Engineering is designed for students with little math backgrounds to learn Applied Mathematics in the most simple and effective way. The aim of this course is to provide students with the knowledge of not only mathematical theories but also their real world applications so students understand how and when to use them.
This course is divided into 3 sections. Section 1 (the first 4 lectures) covers the most fundamental math that anyone should learn. Here you will learn about different number types, power, square root, logarithm, sine and cosine functions as well as solving different types of equations. At the end of section 1 you should have a better understanding of functions and equations. Section 2 (Lecture 5 to Lecture 9) introduces you to the world of calculus. Here you will learn the fundamental definition of integration and differentiation. You will also learn the most commonly-used rules and properties through simple examples. Section 3 (Lecture 10 & 11) covers complex number and sequence & series. In these two lectures you will learn their practical use, complex number arithmetic, graphical representations and how to evaluate a series.
At the end of this course, you should have a good understanding of all the topics covered in this course and be able to use them in the real world application.
Course Curriculum
Chapter 1: Overview
Lecture 1: Course Introduction
Lecture 2: Course Preview
Chapter 2: Fundamental Math
Lecture 1: Lecture 1 – Numbers
Lecture 2: Lecture 2 – Functions
Lecture 3: Lecture 3 – Equations Part I
Lecture 4: Lecture 4 – Equations Part II
Chapter 3: World of Calculus
Lecture 1: Lecture 5 – Differentiation Part I
Lecture 2: Lecture 6 – Differentiation Part II
Lecture 3: Lecture 7 – Integration Part I
Lecture 4: Lecture 8 – Integration Part II
Lecture 5: Lecture 9 – Integration Part III
Chapter 4: Complex Numbers, Sequence & Series
Lecture 1: Lecture 10 – Complex Numbers
Lecture 2: Lecture 11 – Sequence & Series
Chapter 5: Reuploads with Music Removed
Lecture 1: (No Music) Lecture 1 – Numbers
Lecture 2: (No Music) Lecture 2 – Functions
Lecture 3: (No Music) Lecture 3 – Equations Part I
Lecture 4: (No Music) Lecture 4 – Equations Part II
Lecture 5: (No Music) Lecture 5 – Differentiation Part I
Lecture 6: (No Music) Lecture 6 – Differentiation Part II
Lecture 7: (No Music) Lecture 7 – Integration Part I
Lecture 8: (No Music) Lecture 8 – Integration Part II
Lecture 9: (No Music) Lecture 9 – Integration Part III
Lecture 10: (No Music) Lecture 10 – Complex Numbers
Lecture 11: (No Music) Lecture 11 – Sequence & Series
Instructors
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Jung-Chang Liou
Design Engineer
Rating Distribution
- 1 stars: 33 votes
- 2 stars: 32 votes
- 3 stars: 176 votes
- 4 stars: 350 votes
- 5 stars: 413 votes
Frequently Asked Questions
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