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Determine all equilibrium solutions and classify as stable, semi-stable, or unstable. dx = x(x²-4) dt a. b. C. d. e. x = ± 2 Unstable, x=0 Stable x=2 Unstable, x=0, x=-2 Stable x = -2 Unstable, x=0, x=2 Stable x=0, 2 Unstable, x=-2 Stable x = 0, 2 Unstable, x=0, 2 Stable

Determine all equilibrium solutions and classify as stable, semi-stable, or unstable. dx = x(x²-4) dt a. b. C. d. e. x = ± 2 Unstable, x=0 Stable x=2 Unstable, x=0, x=-2 Stable x = -2 Unstable, x=0, x=2 Stable x=0, 2 Unstable, x=-2 Stable x = 0, 2 Unstable, x=0, 2 Stable

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 18T
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Determine all equilibrium solutions and classify as stable, semi-stable, or unstable. dx = x(x² - 4) dt a. b. C. d. e. x = ± 2 Unstable, x=0 Stable x=2 Unstable, x=0, x=-2 Stable x = -2 Unstable, x=0, x=2 Stable x=0, 2 Unstable, x=-2 Stable x = 0, 2 Unstable, x=0, 2 Stable
Transcribed Image Text:Determine all equilibrium solutions and classify as stable, semi-stable, or unstable. dx = x(x² - 4) dt a. b. C. d. e. x = ± 2 Unstable, x=0 Stable x=2 Unstable, x=0, x=-2 Stable x = -2 Unstable, x=0, x=2 Stable x=0, 2 Unstable, x=-2 Stable x = 0, 2 Unstable, x=0, 2 Stable
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