## Question

###### For each of the following Leslie matricesl , assume that the initial population is large enough s0 that the eventual long-term population growth (o decay) and age distribution become apparent, (i.e , if the population is decaying; You may assume that that its long-term behavior becomes clear before the population vanishes) Find the long-term rate of growth or decay. ji. Find the eventual distribution of juveniles (J) and adults (A) as proportion of the entire populationA J [0.7 0.9 (a) A| 1.6 0A

For each of the following Leslie matricesl , assume that the initial population is large enough s0 that the eventual long-term population growth (o decay) and age distribution become apparent, (i.e , if the population is decaying; You may assume that that its long-term behavior becomes clear before the population vanishes) Find the long-term rate of growth or decay. ji. Find the eventual distribution of juveniles (J) and adults (A) as proportion of the entire population A J [0.7 0.9 (a) A| 1.6 0 A J [ 0.7 0.2 (6) A | 0.2 0.4 A J [0.5 1.4 A| 0.9 0 J A J [0.1 1.2 (d) A | 0.4 0.3

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