Question: 17) How do I solve this? 17) MATH 1026 1.2.2a [ 156005592 ] Suppose the following predator-prey model applies X'(t) = 0.5 X(t) - 0.07

 17) How do I solve this? 17) MATH 1026 1.2.2a [

17) How do I solve this?

156005592 ] Suppose the following predator-prey model applies X'(t) = 0.5 X(t)

17) MATH 1026 1.2.2a [ 156005592 ] Suppose the following predator-prey model applies X'(t) = 0.5 X(t) - 0.07 X(1) Z(1) Y'(t) = 0.2 Y(t) -0.4 Y(t) Z(1) Z' (t) = 0.3 X(t) Z(t) + 0.5 Y(1) Z(1) - 0.09 Z(1) X(t) = population species X Y(t) = population of species Y Z(t) = population of species Z Which of the following are true? I Species Y is not prey for Species X. Il Species Y is a predator of Species X. Ill Species X is prey for Species Z. O a) None are correct O b) Only I is correct O c) Only ll is correct O d) Only Ill is correct O e) Only I and Il are correct O f) Only I and Ill are correct g) Only ll and Ill are correct O h) All are correct

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