(4) Is T an onto transform Problem 9 (2) The matriz A= -35 -69-0 -4 -5 10 5 (1) The matriz A has an eigenvector U: Without computing all eigenvalues for A, find the eigenvalue for this eigenvector. B 4 3 -2 -5 10 2-23 has an eigenvalue A = 1. Find an eigenvector for this eigenvalue. (3) Is the following matriz diagonalizable? Justify your answer! 43 -3 1 0 32 10 0025 0001

Linear Algebra: A Modern Introduction
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ISBN:9781285463247
Author:David Poole
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Chapter4: Eigenvalues And Eigenvectors
Section4.3: Eigenvalues And Eigenvectors Of N X N Matrices
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(4) Is T an onto transform
Problem 9
(2) The matriz
A=
-35
-69-0
-4 -5 10
5
Without computing all eigenvalues for A, find the eigenvalue for this
eigenvector.
(1) The matriz A has an eigenvector U:
A =
G.
has an eigenvalue A = 1. Find an eigenvector for this eigenvalue.
B =
-2 -5 10
-2-2 3
(3) Is the following matriz diagonalizable? Justify your answer!
43 -3 1
0 32 10
0025
0001
Transcribed Image Text:(4) Is T an onto transform Problem 9 (2) The matriz A= -35 -69-0 -4 -5 10 5 Without computing all eigenvalues for A, find the eigenvalue for this eigenvector. (1) The matriz A has an eigenvector U: A = G. has an eigenvalue A = 1. Find an eigenvector for this eigenvalue. B = -2 -5 10 -2-2 3 (3) Is the following matriz diagonalizable? Justify your answer! 43 -3 1 0 32 10 0025 0001
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