6. Let u (x, t) be the solution of the initial-boundary value problem U = 0 < x < 4, t> 0, Uz (0, t) = ux (4, t) = 0 t>0, u (x, 0) = 2 – cos (Tx) – 7 cos (5tx) 0 < x < 4. What is lim u (x, t)? A) 2 B) 0 C) -00 D) E) The solution oscillates and does not reach a limit 8

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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6. Let u (x, t) be the solution of the initial-boundary value problem
U =
0 < x < 4, t> 0,
Uz (0, t) = ux (4, t) = 0
t>0,
и (г,0) %3D 2 — сos (та) — 7 сos (5лz)
0 < x < 4.
What is lim u (x, t)?
t00
A) 2
В) 0
C)
-00
D)
E)
The solution oscillates and does not reach a limit
8.
Transcribed Image Text:6. Let u (x, t) be the solution of the initial-boundary value problem U = 0 < x < 4, t> 0, Uz (0, t) = ux (4, t) = 0 t>0, и (г,0) %3D 2 — сos (та) — 7 сos (5лz) 0 < x < 4. What is lim u (x, t)? t00 A) 2 В) 0 C) -00 D) E) The solution oscillates and does not reach a limit 8.
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