Hi, I have been trying to find eigenvectors for a matrix but don't know how to solve the rest of it. I know I need to do row operations to find the values but it is too complicated. I would be grateful if you could help me with this one. Thank you To find the corres ponding eigenvectors.A valueswe substitteour-1.40 3S-6.403.3.-6.407=6.403.-6.40Lets call thismateix DWe need to solve for Di= O-1.403.-6.40-1.403-6.4018] 4) Eigen valves and eigenvectorsLet'sA =5 3%3DSay130A-AI =5113.L3Lo a5-2L 30%3D3Quadratie formula292x1So 2= 6,40スニー1.40Eigen valves for A4.

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Answered: 4) Eigen valves and eigenvectors Let's…

4) Eigen valves and eigenvectors Let's say A = 5 3 %3D A-AI = ]- 5. %3D 3. 5-2 L 30 ニ Quadratic formula 29 16サー So| ス= 6.40 スニー1.40 Eigenvalves for A 2x1

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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