(a) Find the General Solution to the Linear System of differential equations given by: Ÿ'(1) = ( -8 -5 (b) Sketch the phase portrait and classify the equilibrium solution at the origin as a sink, source (node), saddle, spiral sink, spiral source, or center. (c) Find the solution that satisfies the Initial Condition: Ý (0) = () %3D
(a) Find the General Solution to the Linear System of differential equations given by: Ÿ'(1) = ( -8 -5 (b) Sketch the phase portrait and classify the equilibrium solution at the origin as a sink, source (node), saddle, spiral sink, spiral source, or center. (c) Find the solution that satisfies the Initial Condition: Ý (0) = () %3D
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Transcribed Image Text:(a) Find the General Solution to the Linear System of differential equations given by:
-5
(b) Sketch the phase portrait and classify the equilibrium solution at the origin as a sink, source
(node), saddle, spiral sink, spiral source, or center.
(c) Find the solution that satisfies the Initial Condition:
Ý (0) =
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