Find all solutions of the following system of linear equations: dx dt = = 4x + 8y, Xg dy dt = Hi, I have to ask this question for the third time because the answers given were incomplete. Here, eigenvalue 0 is a repeated eigenvalue. So, answer includes two eigenvectors of corresponding eigenvalue, 0. Could you also show me how can I find the second eigenvector of it? Answer key says that the answer is: = C1 - 2x - 4y 5,-[i]+[21-26] c₂t

Find all solutions of the following system of linear equations: dx dt = = 4x + 8y, Xg dy dt = Hi, I have to ask this question for the third time because the answers given were incomplete. Here, eigenvalue 0 is a repeated eigenvalue. So, answer includes two eigenvectors of corresponding eigenvalue, 0. Could you also show me how can I find the second eigenvector of it? Answer key says that the answer is: = C1 - 2x - 4y 5,-[i]+[21-26] c₂t

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter2: Systems Of Linear Equations

Section2.2: Direct Methods For Solving Linear Systems

Problem 3CEXP

See similar textbooks