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13 Dec 2019
Find the general solution to the coupled system
dx1 /dt = -3x1 +x2
dx2/dt = -5x1 + 2x2
Sketch the phase portrait for the system and classify the origin as a node, a saddle, a center, or a spiral. Is the origin unstable, asymptotically stable, or stable? Explain and show as much work as needed
Find the general solution to the coupled system
dx1 /dt = -3x1 +x2
dx2/dt = -5x1 + 2x2
Sketch the phase portrait for the system and classify the origin as a node, a saddle, a center, or a spiral. Is the origin unstable, asymptotically stable, or stable? Explain and show as much work as needed
6 Dec 2022
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