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Find the Laplace transform of f(t) = sin(t+ ˇ=2). f(t) = sin(t)cos(ˇ=2) + sin(ˇ=2)cos(t) = cos(t): Therefore L(f(t)) = L(cos(t)) = s s2 + 1: The Inverse Laplace Transform Given a function f(t) Missing: prostitute.
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+ R] at a finite distance ε above the real axis. The integral can be simply evaluated as the sum of residues of the poles of the actual function inside C+ + CR.Laplace Prostitute
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