Wt = 7' wzz, -00 < x < oo, t > 0 w(x, 0) = 3 sin(6x) using the Laplace transform. First if we let W(x, s) = W(x) = L[w] with Laplace transforming the time variable, then the equation becomes (use only W in your answer, not W (x)) d?w help da? (formulas) The solution then is w(x, t) = help (formulas)
Wt = 7' wzz, -00 < x < oo, t > 0 w(x, 0) = 3 sin(6x) using the Laplace transform. First if we let W(x, s) = W(x) = L[w] with Laplace transforming the time variable, then the equation becomes (use only W in your answer, not W (x)) d?w help da? (formulas) The solution then is w(x, t) = help (formulas)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
![Wt =
7 wz,
-00 < x < oo,
t > 0
w(x, 0) = 3 sin(6x)
using the Laplace transform.
First if we let W (x, s) = W(x) = L[w] with Laplace transforming the time variable, then the
equation becomes (use only W in your answer, not W (x))
d'w
help
da?
(formulas)
The solution then is
w(x, t) =
help
(formulas)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb56d042f-326e-4d12-a439-025aa89b72fb%2F89ba648a-0bfa-44e9-b318-997b0a916e93%2Fal617d_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Wt =
7 wz,
-00 < x < oo,
t > 0
w(x, 0) = 3 sin(6x)
using the Laplace transform.
First if we let W (x, s) = W(x) = L[w] with Laplace transforming the time variable, then the
equation becomes (use only W in your answer, not W (x))
d'w
help
da?
(formulas)
The solution then is
w(x, t) =
help
(formulas)
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