뿜= 3) consider the differential equation dy = (Y²_9) (y + 7) ² (x²79)(y-7) a) sketch its phase line portrait (used filled in dot for Stationary. Identify points where it has no solution - indicate with (solations) a cohole. Identify its stationary points & classify each as as being stable, unstable or semi-stable. b) For each stationary point, identify the set of intial values. yet) will converge to the Y() such that the solution. point as

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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뿜=
3) consider the differential equation dy = (Y²_9) (y + 7) ²
(x²79)(y-7)
a) sketch its phase line portrait (used filled in dot for Stationary.
Identify points where it has no solution - indicate with (solations)
a cohole. Identify its stationary points & classify each as
as being
stable, unstable or semi-stable.
b) For each stationary point, identify the set of intial values.
yet) will converge to the
Y() such that the solution.
point as
Transcribed Image Text:뿜= 3) consider the differential equation dy = (Y²_9) (y + 7) ² (x²79)(y-7) a) sketch its phase line portrait (used filled in dot for Stationary. Identify points where it has no solution - indicate with (solations) a cohole. Identify its stationary points & classify each as as being stable, unstable or semi-stable. b) For each stationary point, identify the set of intial values. yet) will converge to the Y() such that the solution. point as
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