Properties of Laplace Transform, find Laplace transform of composite function, final value theorem
Finding Laplace transform of Composite function is a tricky place to be. Knowing the Laplace Transform of some basic function makes life easier when finding the Laplace transform of complex composite functions. In this video we discuss exactly that. Knowing properties of Laplace transformation allows us this. In the video we have also discussed how to get the Laplace transform of first and second differential, and Final value theorem and Initial value theorem as well.
Finding Laplace and Inverse Laplace transform is a common practice while finding solutions to differential equations. So we have a function in time domain and we want find its Laplace transform, if this function is not that straight forwards, we can look for the root function or a basic function that makes up that function and then using the properties we can do the job.
This video will be useful to all Electrical and Electronics engineering students appearing for Exams like GATE, PSUs and Other technical examinations, This is a very important topic in Mathematics and transform Theory and is very useful for the subjects like Control systems, Signal systems, Network theory, Communications, and many more subjects in Electrical Engineering
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