Laplace Transform for Academician and Engineers.
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Laplace Transform for Academician and Engineers.

Laplace Transform for Academician and Engineers.
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0.0 (0 ratings)
Course Ratings are calculated from individual students’ ratings and a variety of other signals, like age of rating and reliability, to ensure that they reflect course quality fairly and accurately.
1 student enrolled
Created by Engineering Vidya
Last updated 7/2020
English
English [Auto]
Current price: $37.99 Original price: $54.99 Discount: 31% off
5 hours left at this price!
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This course includes
  • 25 hours on-demand video
  • 28 downloadable resources
  • Full lifetime access
  • Access on mobile and TV
  • Certificate of Completion
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What you'll learn
  • Laplace Transform along with all properties, Inverse Laplace Transform and Application of Laplace Transform.
Requirements
  • No Prerequisite are required for this course because all prerequisite are also covered up to great extent.
  • If you know 1+1=2 means, you can understand this course because every prerequisites are covered with separate lectures...
Description
  • This Course Contains all the concept of Laplace transform.

  • Here, we will Cover Laplace transform of standard function and Advance function ,

  • Along with that it will also cover all Properties of Laplace Transform, Inverse Laplace Transform and Application of Laplace Transform.

  • In this course all problems are grouped into number of Exercises on the basis of similarity of problems and all types  of problems are solved with clear explanation.

Who this course is for:
  • Engineering Students, Mathematics Scholars,Academician and Researcher.
Course content
Expand all 228 lectures 24:59:24
+ Exercise-2:
12 lectures 01:19:40
Type-A
09:05
Type-B
09:57
Type-C
06:24
Type-D
08:17
Type-E [1]
04:51
Type-E [4]
06:47
Type-F [1]
06:47
Type-F [2]
06:02
Type-F [5]
07:19
Type-G [1,2]
04:43
Type-G [3,4]
02:40
Type-H
06:48
+ Exercise-3 [Scaling Properties]
3 lectures 18:28
Scaling Properties Mathematical expression
03:25
Exercise-3 [1,2,3]
07:57
Exercise-3 [5,6]
07:06
+ Exercise-4 [First Shifting Property]
8 lectures 56:10
First shifting Theorem Mathematical expression
02:46
Type-A [1,2,3,4]
08:52
Type-A [5,6,9,10]
03:35
Type-B [1,2]
05:56
Type-B [3]
06:15
Type-B [4,6]
07:58
Type-C [1,2]
09:29
Type-C [3,5]
11:19
+ Exercise-5: [Second Shifting Property]
2 lectures 18:12
Second Shifting Property of Laplace Transform
10:49
Exercise-5: [1,2,4,5]
07:23
+ Prerequisite Concept [Differentiation]
10 lectures 54:05
Introduction
00:34
Differentiation Formula
03:57
Composite Form Differentiation
07:41
Rules of Differentiation
03:44
Examples [Type-A]
03:47
Examples [Type-B]
09:42
Examples [Type-C]
06:27
Examples [Type-C]
04:30
Examples [Type-C]
05:13
Examples [Type-D]
08:30
+ Exercise-6: [Multiply by 't' Property]
13 lectures 01:32:18
Multiply by 't' Property.
01:45
Type-A [1]
07:05
Type-A [2,3]
06:22
Type-A [4,5,9]
09:09
Type-B [1]
03:58
Type-B [2]
06:24
Type-B [3]
06:17
Type-B [4]
06:05
Type-C [1]
07:19
Type-C [7]
10:27
Type-C [8]
09:48
Type-C [9]
08:31
Type-D [1]
09:08
+ Exercise-7: [Divide by 't' Property]
17 lectures 01:30:50
Divide By 't' Property
01:34
Prerequisite Formula(Integration)
04:18
Prerequisite Formula(Definite Integration)
02:44
Prerequisite Formula(Logarithm and Infinity)
02:36
Type-A [1]
05:36
Type-A [2]
03:10
Type-A [3]
09:21
Type-A [4]
07:56
Type-A [5]
07:50
Type-A [6]
06:44
Type-A [7]
01:32
Type-A [9]
06:51
Type-A [10]
08:21
Type-B [1]
04:46
Type-B [4]
03:08
Type-B [5]
08:35
Type-B [6]
05:48
+ Exercise-8: [Differentiation Property]
4 lectures 22:33
Differentiation Property of LT
01:48
Example-[1]
07:46
Example-[2]
11:52
Example-[3]
01:07