We let P denote the proportion of patches that are occupied (so 0 1 0P1), c be the colonization rate, and m the mortality rate. Then the differential equation governing this model is = ( 1 ) P =cP(1P)mP Question 13.1 Q13.12 Points Grading comment: Suppose the mortality rate is currently lower than the colonization rate. A disease infects the mosquito colony, so the mortality rate increases and surpasses the colonization rate. How many realistic equilibrium points are there if > m>c? Choice 1 of 4:2 equilibrium points only Choice 2 of 4:1 equilibrium point only Choice 3 of 4:More than 2 equilibrium points Choice 4 of 4:0 equilibrium points