The linearization of a 2-dimensional non-linear system S, is given by J, = 2 The linearization of a second 2-dimensional non-linear system S2 is given by J, = Select all statements that are true about the equilibrium points of these systems based on their linearization. O The equilibrium point of S2 is a saddle point. O The equilibrium point of S1 is a star sink. O The equilibrium point of Si cannot be determined based on its lincarization. O The equilibrium point of S2 cannot be determined based on its linearization. O The equilibrium point of S2 is a center. D The equilibrium point of Si is a saddle point.

The linearization of a 2-dimensional non-linear system S, is given by J, = 2 The linearization of a second 2-dimensional non-linear system S2 is given by J, = Select all statements that are true about the equilibrium points of these systems based on their linearization. O The equilibrium point of S2 is a saddle point. O The equilibrium point of S1 is a star sink. O The equilibrium point of Si cannot be determined based on its lincarization. O The equilibrium point of S2 cannot be determined based on its linearization. O The equilibrium point of S2 is a center. D The equilibrium point of Si is a saddle point.

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter2: Systems Of Linear Equations

Section2.5: Iterative Methods For Solving Linear Systems

Problem 23EQ

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