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Laplace Transform Tutor
2 DVD Set! - 6 Hour Course!
DVD Chapter Index Disc 1
Sect 1: Laplace Transform Definition
Sect 2: Deriving the Essential Transforms, Part 1
Sect 3: Deriving the Essential Transforms, Part 2
Sect 4: Table of Laplace Transforms, Part 1
Sect 5: Practice Calculating Laplace Transforms, Part 1
Sect 6: Practice Calculating Laplace Transforms, Part 2
Sect 7: Practice Calculating Inverse Transforms, Part 1
Sect 8: Practice Calculating Inverse Transforms, Part 2
Sect 9: Solving ODEs with Laplace Transforms, Part 1
Sect 10: Solving ODEs with Laplace Transforms, Part 2
Disc 2
Sect 11: Solving ODEs with Laplace Transforms, Part 3
Sect 12: Solving ODEs with Laplace Transforms, Part 4
Sect 13: Solving ODEs with Laplace Transforms, Part 5
Sect 14: Solving ODEs with Laplace Transforms, Part 6
Sect 15: Solving ODEs with Laplace Transforms, Part 7
Sect 16: More Properties of the Laplace Transform, Part 1
Sect 17: More Properties of the Laplace Transform, Part 2
Sect 18: More Properties of the Laplace Transform, Part 3
Sect 19: Laplace Transform of Piecewise Functions, Part 1
Sect 20: Laplace Transform of Piecewise Functions, Part 2
Sect 21: Laplace Transform of Piecewise Functions, Part 3
Sect 22: Summary of Laplace Transform Rules
List Price: R728.35 Our Price: R582.68 You Save: 20%
Total DVD Running Time: 6 Hours
Description
The Laplace Transform is one of the most powerful mathematical tools that can be used to solve a wide variety of problems in Math, Science, and Engineering.
We begin this course by discussing what the Laplace Transform is and why it is important. Next, we show the Laplace Integral, and derive several fundamental transformations that we will use in the remainder of the course. We also discuss the Inverse Laplace Transform and derive several inverses.
We discuss how to solve Ordinary Differential Equations (ODEs) with initial conditions and work several examples to give practice with real problems. Finally, we discuss the shifting properties of the Laplace Transform and how to work with piecewise defined functions.
At the end of the course, the student will be very comfortable with the Laplace Transform in both theory and practical application to problems.
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The answer is simple. Most instruction involves a lengthy discussion of the theory before instructing the student in how to solve problems.
In the vast majority of the cases the student quickly gets bored and frustrated by the time he or she starts to solve the problems. This course, in contrast, teaches all of the concepts by working fully worked problems step-by-step, which is a much more engaging way to learn.
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MathTutorDVD believes in providing value for our customers. All MathTutor DVD Tutorials cover between 3 and 14 hours of lectures, and considering the cost, each MathTutor DVD set therefore costs LESS than additional private tuition, and you may rewatch the lessons as many times as needed to master the material!
What is our teaching style like?
All topics on this DVD are taught by working example problems. There are no traditional lectures of background material that won't help you solve problems and improve your skills. We believe in teaching-by-doing and that is what you will receive by watching this DVD.
Undetermined coefficients is explained, for example, by working many problems in step-by-step detail. We begin with the easier problems and work our way up to the harder problems.
The student immediately gains confidence, does not get bored, and quickly feels like he or she can conquer the material. This method is extremely powerful and has proven itself time and again. Perhaps most importantly, problem solving skills are honed early on that will help with homework and taking exams even after watching the very first lesson.
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