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Question: the initialvalue theorem states the following lim0lim the finalvalue theorem...

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The initial-value theorem states the following: lim→0)=lim→∞). The final-value theorem states the following: . Show these both to be true by equating the solution in both the time domain and the Laplace domain for the following function:

The initial-value theorem states the following: lim f(t) - lim sF(S). The final-value theorem states the following: lim fC)limF(). Show these both to be true by equating the solution in both the time domain and the Laplace domain 3e 2t t-0 for the folowing function: f)

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