A forest has a population of lynx and a population of mice. Let :1: represent the number of lynx (in hundreds) above some level, denoted with 0. So a: = 3 corresponds NOT to an absence of lynx, but to a population that is 300 below the designated level of lynx. Similarly, let 3; represent the number of mice (in hundreds) above a level designated by zero. The following system models the two populations over time: m' 0.4a:+y y'= :z:+3.5y Solve the system using the initial conditions a:(0) = 0 and y(0) = 1. W: W: Choose the graph that best represents the solution curve