By using the Fourier transform, find a solution for the following problem (PJu,(1, x) = ux(!, x) + 3f², xe R, 1 > 0 u(0, x) = sin(x), xER

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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By using the Fourier transform, find a solution for the following problem
(PJu,(1, x) = uxr(!, x) + 3², xe R, 1 > 0)
Tu(0, x) = sin(x),
x e R
Transcribed Image Text:By using the Fourier transform, find a solution for the following problem (PJu,(1, x) = uxr(!, x) + 3², xe R, 1 > 0) Tu(0, x) = sin(x), x e R
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