(Exercise 23 on page 225) Find the inverse Laplace transform of the function using the Heaviside function. Then use that expression to create a piecewise definition for your solution that doesn't use the Heaviside function. e-2s F(s) = %3! s² – 2s – 3 -

Q: -25 -35

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Q: Determine the inverse Laplace transform of the function below. S-6 2 4s + s + 20

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Q: F(s) F(s) = = s²-1 1-2s s²+4s+5

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Q: e-9s F(s) = g2 – 3s – 10 ||

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Q: Determine the inverse Laplace transform of the function below. - 4s e s + 25

A: Fs=1s2+25 L-1Fs=sin5t L-1e-4ss2+25=L-1e-4Fs =ft-4ut-4             where u(t-4) is a step function…

Q: 2. Find the inverse transforms of the following functions: a. F(s) = S b. F(S) = 52+7 s²+7 c. F(s) =…

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Q: determine the inverse Laplace transform of the given function.

A: To determine the inverse Laplace transform of :…