rforrevenge
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Homework Statement
What is the inverse Laplace transform of Y(s)/(s+1) ?
Homework Equations
The Attempt at a Solution
I think it is e^(-t) * y(t). Am i right?
The discussion revolves around finding the inverse Laplace transform of the expression Y(s)/(s+1) and its relation to a differential equation. Participants are exploring the implications of this transform in the context of Laplace equations.
The discussion is ongoing, with participants providing insights and seeking clarification on the relationship between the Laplace transform and the corresponding differential equation. Some guidance has been offered regarding the convolution interpretation, but there is no explicit consensus on the correctness of the initial answer.
There is mention of the need to identify the differential equation that corresponds to the given Laplace transform, which adds complexity to the discussion. Participants are also navigating the rules regarding communication about homework questions.
rforrevenge said:First of all thank you for taking the time to answer my question.The Y(s)/s+1 is a part of a Laplace equation and i have to find out which is the DE that gave that Laplace equation.So i inverse-Laplace the given equation to find the DE. My answer is still correct right?
Thank you and sorry for bothering you,
Rforrevenge
P.S:Sorry for my bad English