2. A population of the same type of insect in a differen: pond has Leslie matrix 0.000 3.000 23.6...
2. A population of the same type of insect in a differen: pond has Leslie matrix 0.000 3.000 23.600 0.079 0 0 0.437 0 (a) Draw the loop diagram (b) You have access to a computer program that tells you that λ = 1.02 is an eigenvalue for this matrix and that the vector 180 14 -20 is an eigenvector. What are the following The per capita growth rate. The stable age distribution is 3. For the initial problem dt (a) Use two steps of length 1 in Euler's method to estimate v(.2). 10 (b) Estimate v(40) (40)
2. A population of the same type of insect in a differen: pond has Leslie matrix 0.000 3.000 23.600 0.079 0 0 0.437 0 (a) Draw the loop diagram (b) You have access to a computer program that tells you that λ = 1.02 is an eigenvalue for this matrix and that the vector 180 14 -20 is an eigenvector. What are the following The per capita growth rate. The stable age distribution is 3. For the initial problem dt (a) Use two steps of length 1 in Euler's method to estimate v(.2). 10 (b) Estimate v(40) (40)