Inverse laplace transform question
\[F(s) = \frac{ 10 }{ (s+2)^4 }\]
Hi Zepdrix!
Hey! :) Grrr I can't remember how to do these specific transforms.. with the exponent on the outside >;c gimme few minutes maybe I can figure it out.
It's not really solving it man, I just want to ask
You know how you have an S value and an a value?
The answer to this is \[\frac{ 5 }{ 3 } . t^3 . e^{-2t}\]
The step before that final answer is: 10/6 inverse laplace of (3!/3^4)
sorry idk but i thing it
How do you know what S is? How does s+2 become a single term?
from the table here, it fits the form of #23 http://tutorial.math.lamar.edu/Classes/DE/Laplace_Table.aspx
So are you asking a more fundamental question like: Why does the laplace of an exponential turn into 2 terms in the denominator?\[\Large \mathscr{L}(e^{at})\quad=\quad \frac{1}{s-a}\]
Let me show you
can I say something?
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