Problem 7 show how to solve the following differential equation. Explain all Your steps. Ц не = Ихх U(o₁t) = u(at) =0, U (x₁0) = f(x) 0≤x≤ C, tro 04XEC. Answer: ((xit) = 2 bn 270 - (₁ + (n + 1)² ) b³n = ²√₁² 8(x) sm n/x dx sunnix
Problem 7 show how to solve the following differential equation. Explain all Your steps. Ц не = Ихх U(o₁t) = u(at) =0, U (x₁0) = f(x) 0≤x≤ C, tro 04XEC. Answer: ((xit) = 2 bn 270 - (₁ + (n + 1)² ) b³n = ²√₁² 8(x) sm n/x dx sunnix
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question

Transcribed Image Text:Problem 7
show how to solve the following
differential equation. Explain all
Your steps.
Ц не = Ихх
U (0₁t) = u(G₁t) =0,
U (x10) = f(x)
0≤x≤ 0,
tro
04X4C.
270
- (₁ + (n + 1)² ) +
Answer! ((xit) = 2 bn
n=l
b³n = ²√₁² 8(x) sm nie da
dx
sunnix
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