Consider a certain 2 x 2 linear system, x' = Ax, where A is a matrix of real numbers. Suppose one of the eigenvalues of the coefficient matrix A is r = 3 – 2i, which has a 1 corresponding eigenvector What is the system's real-valued general solution? 4+ i Lütfen birini seçin: ] sin 2t cos 2t Cje3t + Che3t 4 cos 2t – sin 2t 4 sin 2t + cos 2t ] cos 2t sin 2t O Cje3t + Cze3t 4 cos 2t – sin 2t 4 sin 2t – cos 2t cos 2t 4 cos 2t + sin 2t sin 2t O Cje3t + C2e3t 4 sin 2t – cos 2t sin 2t cos 2t Cjest + C2e° 4 cos 2t + sin 2t 4 sin 2t + cos 2t

Consider a certain 2 x 2 linear system, x' = Ax, where A is a matrix of real numbers. Suppose one of the eigenvalues of the coefficient matrix A is r = 3 – 2i, which has a 1 corresponding eigenvector What is the system's real-valued general solution? 4+ i Lütfen birini seçin: ] sin 2t cos 2t Cje3t + Che3t 4 cos 2t – sin 2t 4 sin 2t + cos 2t ] cos 2t sin 2t O Cje3t + Cze3t 4 cos 2t – sin 2t 4 sin 2t – cos 2t cos 2t 4 cos 2t + sin 2t sin 2t O Cje3t + C2e3t 4 sin 2t – cos 2t sin 2t cos 2t Cjest + C2e° 4 cos 2t + sin 2t 4 sin 2t + cos 2t

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter7: Distance And Approximation

Section7.1: Inner Product Spaces

Problem 11AEXP

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