The general solution of uxx + 2ux + 5u = 0 is given by %3D O A. None O B. u(x, y) = e=>(f(x) cos(2y) + g(x) sin(2y)) ОС. u(x,y) = e-Yf(x +(-1+2i)y) + e-g(x +(-1– 2i)y) O D. u(x, y) = e-*f((-1+2i)x + y) + e*g((-1– 2i)x + y) O E. u(x,y) = e¬*(f(y) cos(2x) + g(y) sin(2x))

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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The general solution of urx + 2uz + 5u =
O is given by
O A. None
А.
B. u(x, y) = e-(F(x) cos(2y) + g(x) sin(2y))
С.
u(x,y) = e-Yf(x +(-1+2i)y) + e-g(x + (-1– 2i)y)
D.
. u(x, y) = e-*f((-1+2i)x + y) + e*g((-1– 2i)x + y)
O E. u(x,y) = e=*(f (y) cos(2x) + g(y) sin(2x))
Transcribed Image Text:The general solution of urx + 2uz + 5u = O is given by O A. None А. B. u(x, y) = e-(F(x) cos(2y) + g(x) sin(2y)) С. u(x,y) = e-Yf(x +(-1+2i)y) + e-g(x + (-1– 2i)y) D. . u(x, y) = e-*f((-1+2i)x + y) + e*g((-1– 2i)x + y) O E. u(x,y) = e=*(f (y) cos(2x) + g(y) sin(2x))
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