Laplace transform: Initial and Final Value Theorem Explained

This video explains the initial and Final Value Theorem of the Laplace Transform and the proof of these Theorems.

The following topics are covered in the video:
0:00 Introduction
1:20 Initial Value Theorem
5:22 Final Value Theorem
7:29 Conditions for Final Value Theorem

Initial and Final Value Theorem:

These Theorems are very useful for finding the value of the time domain function at time t = 0 and t = ∞, from their S-domain function itself. These theorems are specifically useful when we do not know the exact time domain Depression of the specific function and we want to find out the initial and steady-state value of such functions.

The link for the other useful videos related to Laplace Transform:

1) What is Laplace Transform? Why Laplace Transform is used in Circuit Analysis?
   • What is Laplace Transform? Why Laplac...  

2) Laplace Transform of Basic Functions:
   • Laplace Transform of Basic Functions ...  

3) Laplace Transform Properties (Part-1)
   • Laplace Transform Properties (Part - ...  

4) Laplace Transform Properties (Part-2)
   • Laplace Transform Properties (Part  2...  

This video will be helpful to all the students of science and engineering in understanding the initial and Final Value Theorem of the Laplace Transform.

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