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Consider the following system of competitive species: $$ begin{array}{1} A_{n+1}=1.1 A_{n}-0.002 A_{n} B_{n} B_{n+1)=1.2 B_{n}-0.001 A_{n} B_{n} end{array} $$ If $A_{0}=100$ and $B_{0}=100$, which species
Consider the following system of competitive species: $$ \begin{array}{1} A_{n+1}=1.1 A_{n}-0.002 A_{n} B_{n} B_{n+1)=1.2 B_{n}-0.001 A_{n} B_{n} \end{array} $$ If $A_{0}=100$ and $B_{0}=100$, which species wins? Select one: A. neither (both die off) SP.VS. 8191
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