-8--value problemers and second containfilled with brine s2x2 matrix A has the eigen pairs (-4, (+3)) { (-1,(;))a general solution to the linear planar system x'-AXA.Give an ivertible matrix V and diagonal matrix & that diagonlizec) compute the matrix exponential eta¹) sketch a phase-plane portrait for this systems and identityits type. classify the stability of the origin, Mark alls ketchedbitswitharrows to indicate their direction..A reala) Givetion.org | #ICNACin MohammaVALDINGMession Conting

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a) A real 2x2 matrix A has the eigen pairs (4.(-3)) & ( 1,(1)) Give a general solution to the linear planar system x's AX b) Give an ivertible matrix v and diagonal matrix D that diagonlize compute the matrix exponential eta d) sketch a phase-plane portrait for this systems and identity is type. classify the stability of the origin, Mark alls ketched -bits with arrows to indicate their direction..

a) A real 2x2 matrix A has the eigen pairs (4.(-3)) & ( 1,(1)) Give a general solution to the linear planar system x's AX b) Give an ivertible matrix v and diagonal matrix D that diagonlize compute the matrix exponential eta d) sketch a phase-plane portrait for this systems and identity is type. classify the stability of the origin, Mark alls ketched -bits with arrows to indicate their direction..

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter4: Eigenvalues And Eigenvectors

Section4.3: Eigenvalues And Eigenvectors Of N X N Matrices

Problem 29EQ

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