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(1 point) We wish to solve the system 7 -6 sin(t) ' + 4 -3 via eigenvector decomposition. Let ū be an eigenvector for th
Posted: Tue Sep 07, 2021 7:54 am
by answerhappygod
- 1 Point We Wish To Solve The System 7 6 Sin T 4 3 Via Eigenvector Decomposition Let U Be An Eigenvector For Th 1 (115.02 KiB) Viewed 66 times
(1 point) We wish to solve the system 7 -6 sin(t) ' + 4 -3 via eigenvector decomposition. Let ū be an eigenvector for the smaller eigenvalue of the coefficient matrix and ū2 be an eigenvector for the larger eigenvalue. Let us pick the eigenvectors such that vi -C and öz = [7] What are these eigenvectors: 1 = 5 1 -3 U2 = -2 Then fill in the equation to write it in the eigenvector decomposed form. ū151 + 0252 1 0,51 + 3 0282 +0 3sin(t)+e**(t) = +ū2 -sin(t)+2e** (t)