Use partial fractions to find the inverse Laplace transforms of the functions in Problems 11 through...
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Use partial fractions to find the inverse Laplace transforms of the functions in Problems 11 through 22. 1 11. F(s) 13. F(s) = 17. F(s) = 15. F(s) = = 19. F(s) = 21. F(s) = 5² -4 5 - 2s s² + 7s + 10 1 53-55² 1 54 16 s² - 2s S4 + 55² +4 S²+3 (s² + 25 + 2)² 12. F(s) 14. F(s) = 16. F(s) 18. F(s) 20. F(s) = 22. F(s) = = = 5s - 6 5² 3s - 5s 4 - S3 S² - 2s 1 (s² + s − 6)² 53 (s — 4)4 - 1 S485² + 16 253 5² (4s² − 4s + 5)² - Use partial fractions to find the inverse Laplace transforms of the functions in Problems 11 through 22. 1 11. F(s) 13. F(s) = 17. F(s) = 15. F(s) = = 19. F(s) = 21. F(s) = 5² -4 5 - 2s s² + 7s + 10 1 53-55² 1 54 16 s² - 2s S4 + 55² +4 S²+3 (s² + 25 + 2)² 12. F(s) 14. F(s) = 16. F(s) 18. F(s) 20. F(s) = 22. F(s) = = = 5s - 6 5² 3s - 5s 4 - S3 S² - 2s 1 (s² + s − 6)² 53 (s — 4)4 - 1 S485² + 16 253 5² (4s² − 4s + 5)² -
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F8 det 23 84 Thsis p3 84 4 The eq D 4 84 From B we have Putting B 842 18433 84 D 844 3 2 A14 B S4 8... View the full answer
Related Book For
Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
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