SOLVED: Use the fact that the Laplace Transform is a linear operator; Laf (t) + bg(t) = aLf(t) + bLg(t); and the List of the Basic Laplace Transforms to find Lf (t)
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SOLVED: An Abbreviated List of Laplace Transform Pairs ft) (t > 0-) F(s) Type (impulsc) S(t) (step) u(t) 5 (ramp) (exponential) s + ( (sinc) sin Wt 7 +0 (cosine) cOS WL
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SOLVED: Use the list of the Laplace transform to find L t*est et cos Vit + tsin 2t List of Laplace Transforms 1. 21(s) = 2. #t"(s)= 3. 9e"(s) Asin bt (s) +
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Solved Table 19.1 A Brief List of Laplace Transforms u(t) at | Chegg.com