4. Consider the system of differential equations dx = -5x – 4y dt dy 2.x + y dt a. Find the general real solution to the system by finding the eigenvalues and eigenvectors. b. Sketch the phase...


Just part B please


4. Consider the system of differential equations<br>dx<br>= -5x – 4y<br>dt<br>dy<br>2.x + y<br>dt<br>a. Find the general real solution to the system by finding the eigenvalues and<br>eigenvectors.<br>b. Sketch the phase portrait.<br>c. Classify the system by stating whether the origin is a stable or unstable node,<br>stable or unstable spiral, stable center, or saddle point. /<br>

Extracted text: 4. Consider the system of differential equations dx = -5x – 4y dt dy 2.x + y dt a. Find the general real solution to the system by finding the eigenvalues and eigenvectors. b. Sketch the phase portrait. c. Classify the system by stating whether the origin is a stable or unstable node, stable or unstable spiral, stable center, or saddle point. /

Jun 04, 2022
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