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Exercise 1: First complete inverse Laplace Transform by hand, then use partial fraction expansion in MATLAB to define the function, and find inverse Laplace
Exercise 1: First complete inverse Laplace Transform by hand, then use partial fraction expansion in MATLAB to define the function, and find inverse Laplace transform, compare the results. (1) F(s) = (2) F(s) = (3) F(s) = 3 s(s+28+5) 2 (s+3)(s+1) 32 s(s+12s+32) Exercise 2: Work on the functions in Exercise 1, use the symbolic tool in MATLAB to obtain the inverse Laplace for functions and graph both results F(s) and f(t), compare the results with Exercise 1.
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Get StartedRecommended Textbook for
Advanced Engineering Mathematics
Authors: Erwin Kreyszig
10th edition
470458364, 470458365, 978-0470458365
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