Question

Compute the inverse transform for the following Laplace-transformed functions. 13. Y(s) = e^(-4s) / s^3 16. Y(s) = ((s+2)e^(-5s)) / ((s+2)^2 + 16) 14. Y(s) = e^(-3s) / (s+2) 17. Y(s) = (1 - e^(-s)) / s^2 15. Y(s) = e^(-4s) / (s-5)^3 18. Y(s) = (2 - (2 + 4s)e^(-2s)) / s^3

          Compute the inverse transform for the following Laplace-transformed functions.
13. Y(s) = e^(-4s) / s^3
16. Y(s) = ((s+2)e^(-5s)) / ((s+2)^2 + 16)
14. Y(s) = e^(-3s) / (s+2)
17. Y(s) = (1 - e^(-s)) / s^2
15. Y(s) = e^(-4s) / (s-5)^3
18. Y(s) = (2 - (2 + 4s)e^(-2s)) / s^3

Compute the inverse transform for the following Laplace-transformed functions.
13. Y(s) = e^(-4s) / s^3
16. Y(s) = ((s+2)e^(-5s)) / ((s+2)^2 + 16)
14. Y(s) = e^(-3s) / (s+2)
17. Y(s) = (1 - e^(-s)) / s^2
15. Y(s) = e^(-4s) / (s-5)^3
18. Y(s) = (2 - (2 + 4s)e^(-2s)) / s^3

Added by Andrew L.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Madhur L

05/28/2023

Step 1

First, let's find the inverse Laplace transform for each function: Show more…

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Compute the inverse transform for the following Laplace-transformed functions. 1. Y(s) = (s+2)e^(-4s) 2. Y(s) = 13 3. Y(s) = 5+2s 4. Y(s) = 17e^(-17s) 5. Y(s) = 2-(2+4s)e^(-15s)