7. 14 45 - 19 - 3 - 10 5 3 9 -2 λ = 2, (1, 3,-1) 2 λ = 1, (-3,-9, 4) λ = -1, (-2, -7,3)

Advanced Engineering Mathematics
10th Edition
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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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a Matrix A is given together with its eigenvalues and eigenvectors. Use this information to find A6.

 

 

 

 

7.
14
45
- 19
-3
- 10
5
3
9
-2
λ = 2, (1, 3, -1)
a
λ
= 1, (-3,-9,4)
λ = -1, (-2, -7,3)
:
Transcribed Image Text:7. 14 45 - 19 -3 - 10 5 3 9 -2 λ = 2, (1, 3, -1) a λ = 1, (-3,-9,4) λ = -1, (-2, -7,3) :
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