Use the accompanying tables of Laplace transforms and properties of Laplace transforms to find the Laplace transform of the function below. te¹ cos 4t Click here to view the table of Laplace transforms. Click here to view the table of properties of Laplace transforms. What is the Laplace transform of e¹ cos 4t? Le cos 4t) =

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Q: L {cos nt}

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Q: Find the inverse Laplace transform following: 0.2s+18 1. s+3.24

A: 1. We will find the inverse Laplace transform of  0.2s+1.8s2+3.24 i.e., L-10.2s+1.8s2+3.24

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Q: d) Use Laplace transforms to find the final value of the following expression. f(t) = e-3t sin 4t e)…

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Q: S L-²¹ {1²5²+7²7²} ; L and n

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Q: Find the transform of the given function by use of a table. f () = | = cos -4t - sin -4t

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Q: L sin r cos(t – T)dt

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Q: Find the inverse Laplace transform following: 1. 2s+8 s²+4 4s+32 2. s²-16 3. 2S-1 s²-6s+18

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