Mathematics, 20.02.2020 20:09 kayleewoodard

A. Find the critical points and phase portrait of the following autonomous differential equation. Then classify each critical point as stable, semi-stable, or unstable.

y /x = y(2 − y)(4 − y)

b. Sketch by hand a typical solution curve with in the given regions

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A. Find the critical points and phase portrait of the following autonomous differential equation. Then classify each critical point as stable, semi-stable, or unstable. y /x = y(2 − y)(4 − y) b. Sketch by hand a typical solution curve with in the given regions

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Another question on Mathematics

A. Find the critical points and phase portrait of the following autonomous differential equation. Then classify each critical point as stable, semi-stable, or unstable.

y /x = y(2 − y)(4 − y)

b. Sketch by hand a typical solution curve with in the given regions