Game Theory: Consider the differential equation
(dx)/(dt)=-rx(1-x)(x-(1)/(2))
where
r
is a positive constant. Use the graphical method we developed in Lesson 9 to find any equilibrium solutions of the differential equation and determine their stability.

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Game Theory: Consider the differential equation

(dx)/(dt)=-rx(1-x)(x-(1)/(2))

where

r

is a positive constant. Use the graphical method we developed in Lesson 9 to find any equilibrium solutions of the differential equation and determine their stability.

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