Laplace Transform of te^(-4t)cos(6t) Using Tables

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How to find the Laplace Transform of a function with three parts, for example the function: te^(-4t)cos(6t)

This tutorial will be done by referencing the Laplace Transform Table with particular focus on s-shifting and s-derivatives.

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  2. Laplace Transform of te^(-4t)cos(6t) Using Tables
  3. Laplace Transform of te^(-4t)cos(6t)
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Комментарии
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Such a great video, thanks so much for making it clear, and not making the video needlessly 40 minutes long

kevinhefner
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It was a very good video, I understood everything thank you🤞👍

wholecast_tv
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If we solve cos6t with e^-4t and then later solve the resultant with t the result is different, why?

MuhammadUsman-iosh
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Hi! What method did you use? First shifting theorem or Multiplication by power of t?
Thankyou! =)))

glycao
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Find the Laplace transform off(t)=e2tt
3. please help me to solve this question please....

mohdalfaiz
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t^5e^4t*cos t laplace transform
Can u help me in this

V_a_i_s_h
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No segundo passo n deveria ser igual a 2, não?!?

bucetioles
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I wouldve understood it more if someone actually explained it

cscghosted