1
answer
0
watching
100
views
11 Nov 2019
please show work, thank you
Matrix A has rows as follows: 1st row: 2-1 2 0], 2nd row: [0 3-1 0], 3rd row: [0 1 1 oj, 4th row: [0 1-3 5]. a. Find the eigenvalues. (hint: one eigenvalue is 5). b. For each eigenvalue, find the eigenvector. If it repeats, also find enough independent generalized eigenvector(s) to complete the vector basis. c. Form the modal matrix M, and find the Jordan form, J. d. Prove that J M1AM.
please show work, thank you
Matrix A has rows as follows: 1st row: 2-1 2 0], 2nd row: [0 3-1 0], 3rd row: [0 1 1 oj, 4th row: [0 1-3 5]. a. Find the eigenvalues. (hint: one eigenvalue is 5). b. For each eigenvalue, find the eigenvector. If it repeats, also find enough independent generalized eigenvector(s) to complete the vector basis. c. Form the modal matrix M, and find the Jordan form, J. d. Prove that J M1AM.
Patrina SchowalterLv2
12 Feb 2019