E1(t) +21(t) Y(t) for the solution [x1(t), Yı(t), z1 (t)] that [Evaluate corresponds to the eigenvalue A = 0 of the following system]. x' = -5x + 5z, y' = x – 4y + z, = -4x + 4z. %3D Lütfen birini seçin: 06 05 O 2 O3 04

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Aşağıdaki sistemin A = 0 özdeğerine karşı gelen
1(t)+21(t)
1 (t)
[T1(t), Y1(t), z1 (t)] çözümü için
değerini bulunuz.
I1(t) +z1 (t)
Y (t)
[Evaluate
for the solution [x1(t), Y1(t), z1 (t)] that
corresponds to the eigenvalue A = 0 of the following system).
x' = -5x + 5z,
y' = x – 4y + z,
z'
%3D
= -4x + 4z.
%3D
Lütfen birini seçin:
06
O5
O2
O3
04
Transcribed Image Text:Aşağıdaki sistemin A = 0 özdeğerine karşı gelen 1(t)+21(t) 1 (t) [T1(t), Y1(t), z1 (t)] çözümü için değerini bulunuz. I1(t) +z1 (t) Y (t) [Evaluate for the solution [x1(t), Y1(t), z1 (t)] that corresponds to the eigenvalue A = 0 of the following system). x' = -5x + 5z, y' = x – 4y + z, z' %3D = -4x + 4z. %3D Lütfen birini seçin: 06 O5 O2 O3 04
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