The linearization of a 2-dimensional non-linear system S1 is given by J, = -2 [2 The linearization of a second 2-dimensional non-linear system S2 is given by Ja = Select all statements that are true...


The linearization of a 2-dimensional non-linear system S1 is given by J, =<br>-2<br>[2<br>The linearization of a second 2-dimensional non-linear system S2 is given by Ja =<br>Select all statements that are true about the equilibrium points of these systems based on their<br>linearization.<br>The equilibrium point of S2 is a saddle point.<br>O The equilibrium point of Si is a star sink.<br>O The equilibrium point of Si cannot be determined based on its linearization.<br>The equilibrium point of S2 cannot be determined based on its linearization.<br>O The equilibrium point of S2 is a center.<br>O The equilibrium point of S is a saddle point.<br>20<br>

Extracted text: The linearization of a 2-dimensional non-linear system S1 is given by J, = -2 [2 The linearization of a second 2-dimensional non-linear system S2 is given by Ja = Select all statements that are true about the equilibrium points of these systems based on their linearization. The equilibrium point of S2 is a saddle point. O The equilibrium point of Si is a star sink. O The equilibrium point of Si cannot be determined based on its linearization. The equilibrium point of S2 cannot be determined based on its linearization. O The equilibrium point of S2 is a center. O The equilibrium point of S is a saddle point. 20

Jun 03, 2022
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