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Question 74

Multiple Choice

Solve the problem.
-Consider the pair of differential equations that model a predator-prey system with populations x and y. Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D) (t) = 3x - 6xy
Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D) (t) = -y + 7xy
(a) Find the lines along which Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D) (t) = 0,
(b) find the lines along which Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D) (t) = 0,
(c) find the equilibrium points for the system.


A)
Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D)
B) Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D)
C)
Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D)
D) Solve the problem. -Consider the pair of differential equations that model a predator-prey system with populations x and y. (t) = 3x - 6xy (t) = -y + 7xy (a) Find the lines along which (t) = 0, (b) find the lines along which (t) = 0, (c) find the equilibrium points for the system. A) B) C) D)

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