5) Given the following homogeneous system of first-order differential linear equations. dx dt =-6x+ Gx+2y dy= = = 3x + y Dr X²=> [si] X a) Find the 2 eigenvalues .62 31 b) Find the 2 corresponding eigenvectors c) Find the 2 special vector Solutions d) show that the 2 special Vector solutions are linearly independent e) Write out the general solution System f) Find a specific solution of the System for X (0) = 100)] = [ Lycos]= of the
5) Given the following homogeneous system of first-order differential linear equations. dx dt =-6x+ Gx+2y dy= = = 3x + y Dr X²=> [si] X a) Find the 2 eigenvalues .62 31 b) Find the 2 corresponding eigenvectors c) Find the 2 special vector Solutions d) show that the 2 special Vector solutions are linearly independent e) Write out the general solution System f) Find a specific solution of the System for X (0) = 100)] = [ Lycos]= of the
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 32E
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