Laplace Transforms Bootcamp

Laplace Transforms Bootcamp, available at $39.99, has an average rating of 4.5, with 40 lectures, based on 16 reviews, and has 208 subscribers.

You will learn about Laplace Transforms Inverse Laplace Transforms Solve first second and third order differential equations using Laplace Transforms Laplace Transforms in Matlab Lots of works examples Bonus section continually updated with new material This course is ideal for individuals who are If you want to study for exams or need a crash course in Laplace Transforms or are just curious then this is the course for you. It is particularly useful for If you want to study for exams or need a crash course in Laplace Transforms or are just curious then this is the course for you.

Enroll now: Laplace Transforms Bootcamp

Summary

Title: Laplace Transforms Bootcamp

Price: $39.99

Average Rating: 4.5

Number of Lectures: 40

Number of Published Lectures: 40

Number of Curriculum Items: 40

Number of Published Curriculum Objects: 40

Original Price: $19.99

Quality Status: approved

Status: Live

What You Will Learn

Laplace Transforms
Inverse Laplace Transforms
Solve first second and third order differential equations using Laplace Transforms
Laplace Transforms in Matlab
Lots of works examples
Bonus section continually updated with new material

Who Should Attend

If you want to study for exams or need a crash course in Laplace Transforms or are just curious then this is the course for you.

Target Audiences

If you want to study for exams or need a crash course in Laplace Transforms or are just curious then this is the course for you.

If you are studying Laplace Transforms or need a crash course in Laplace Transforms or are just curious then this is the course for you. No need for memorising equations. Let me take you step by step guided by a unique learning method that really helps you to understand and master this subject.

Learn as you go with the examples becoming progressively more challenging. There is no better way to learn Laplace Transforms than by doing a structured course.

Covering the Laplace Transform, Inverse Transform and solutions to differential equations. Also bonus material being continuously added.

I have been taught Laplace Transforms for Engineering and Science several times throughout my life but I was never happy with the teaching style. I decided that the best thing to do was create a course which would teach students in the style that I think is best for learning and knowledge retention. The repetitive learning technique which I employ here is very effective in providing a great foundation for this subject.

Also included is course pdf in colour and black and white for printing.

I guarantee you that this is the best way to learn this subject and does not involve any memorisation , just follow each lecture one after the other and try all the examples and you will be well on the way to becoming a Laplace Transforms master !

Course Curriculum

Chapter 1: Laplace Transforms

Lecture 1: Course Book and Slides

Lecture 2: Introduction

Lecture 3: Laplace Transforms on your computer

Lecture 4: Solutions

Lecture 5: Laplace Transform of a constant (a) and the function (e^at)

Lecture 6: Solutions

Lecture 7: Linearity

Lecture 8: Solutions

Lecture 9: Laplace Transform of cos(at) and sin(at)

Lecture 10: Solutions

Lecture 11: Laplace Transform of (t) and(t^n)

Lecture 12: Solution

Lecture 13: Laplace Transform of sinh(at) and cosh(at)

Lecture 14: Solutions

Lecture 15: The First Shift Theorem

Lecture 16: Solutions

Lecture 17: Laplace Transform Multiplication by (t)

Lecture 18: Solutions

Lecture 19: Laplace Transform Multiplication by (t^n)

Lecture 20: Solutions

Lecture 21: Laplace Transform division by (t)

Lecture 22: Solutions

Lecture 23: Section 1 Test with Solutions

Chapter 2: Inverse Laplace Transforms

Lecture 1: Partial Fraction Expansion (Substitution)

Lecture 2: Solutions

Lecture 3: Partial Fraction Expansion (Equating Coefficients)

Lecture 4: Solutions

Lecture 5: Partial Fraction Expansion (Cover Up Rule)

Lecture 6: Solutions

Lecture 7: First Shift Theorem

Lecture 8: Solutions

Lecture 9: Section 2 Test with Solutions

Chapter 3: Solving Differential Equations

Lecture 1: Laplace Transform of a Derivative

Lecture 2: First Order Differential Equations

Lecture 3: Solutions

Lecture 4: Second Order Differential Equations

Lecture 5: Solutions

Lecture 6: Third Order Differential Equations

Lecture 7: Solutions

Lecture 8: Section 3 Test and Solutions

Instructors

Ross McGowan
Applied Mathematics and Computer Science Educator

Rating Distribution

1 stars: 0 votes
2 stars: 1 votes
3 stars: 0 votes
4 stars: 6 votes
5 stars: 9 votes

Frequently Asked Questions

How long do I have access to the course materials?

You can view and review the lecture materials indefinitely, like an on-demand channel.

Can I take my courses with me wherever I go?

Definitely! If you have an internet connection, courses on Udemy are available on any device at any time. If you don’t have an internet connection, some instructors also let their students download course lectures. That’s up to the instructor though, so make sure you get on their good side!

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