Given the matrix and its eigenvalues 28 -8 52 - 12 Find the eigenvalues for this matrix, then use them to find the new matrix. 20 4i -8 (A A = 52 -4-4i 32 - 8i -8 B) A = 52 -8- 8i 20 4i - 8 A 52 - 20- 4i 36 A = 4i -8 D) 52 -4- 4i 8i 24 A = - 8 (E) 52 - 16-8i
Given the matrix and its eigenvalues 28 -8 52 - 12 Find the eigenvalues for this matrix, then use them to find the new matrix. 20 4i -8 (A A = 52 -4-4i 32 - 8i -8 B) A = 52 -8- 8i 20 4i - 8 A 52 - 20- 4i 36 A = 4i -8 D) 52 -4- 4i 8i 24 A = - 8 (E) 52 - 16-8i
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
q5
![Given the matrix and its eigenvalues
28
- 8
52 - 12
Find the eigenvalues for this matrix, then use them to find the new matrix.
20
4i
-8
(A
A =
52
-4-4i
32
8i
-8
-
B) A =
52
-8- 8i
20
4i
- 8
A
52
- 20- 4i
36
A =
4i
-8
D)
52
-4-4i
24
A =
8i
-8
(E)
52
- 16-8i](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa9f74845-0961-4fc6-a64f-d9ff20764a4c%2Fd325b106-2bf2-47eb-bf54-f820e1320969%2Fhivc9i_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Given the matrix and its eigenvalues
28
- 8
52 - 12
Find the eigenvalues for this matrix, then use them to find the new matrix.
20
4i
-8
(A
A =
52
-4-4i
32
8i
-8
-
B) A =
52
-8- 8i
20
4i
- 8
A
52
- 20- 4i
36
A =
4i
-8
D)
52
-4-4i
24
A =
8i
-8
(E)
52
- 16-8i
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