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3. An experiment involving a species of orchids looked at three stages: seedlings (S), non-flowering adults (A), and flowering adult plants (F). Using state vectors for (S, A, F), the researchers found a population projection matrix given by P 0 - [615 0 0 6154 0.5714 1.3913] 0.6364 0.2286 0.3636 (a) Write down the system of recursive equations defining the sequences Sn, An and Fn. (b) What is the intrinsic growth rate for the population? What does this mean? (c) What is the stable stage distribution for the population? What does this mean?

3. An experiment involving a species of orchids looked at three stages: seedlings (S), non-flowering adults (A), and flowering adult plants (F). Using state vectors for (S, A, F), the researchers found a population projection matrix given by P 0 - [615 0 0 6154 0.5714 1.3913] 0.6364 0.2286 0.3636 (a) Write down the system of recursive equations defining the sequences Sn, An and Fn. (b) What is the intrinsic growth rate for the population? What does this mean? (c) What is the stable stage distribution for the population? What does this mean?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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3. An experiment involving a species of orchids looked at three stages: scedlings (S), non-flowering adults (A), and flowering adult plants (F). Using state vectors for (S, A, F), the rescarchers found a population projection matrix given by 1.39131 P = 0.6154 0.5714 0.6364 0.2286 0.3636 (a) Write down the system of rccursive cquations defining the sequences Sn, A, and Fn. (b) What is the intrinsic growth rate for the population? What docs this mcan? (c) What is the stable stage distribution for the population? What does this mcan?
Transcribed Image Text:3. An experiment involving a species of orchids looked at three stages: scedlings (S), non-flowering adults (A), and flowering adult plants (F). Using state vectors for (S, A, F), the rescarchers found a population projection matrix given by 1.39131 P = 0.6154 0.5714 0.6364 0.2286 0.3636 (a) Write down the system of rccursive cquations defining the sequences Sn, A, and Fn. (b) What is the intrinsic growth rate for the population? What docs this mcan? (c) What is the stable stage distribution for the population? What does this mcan?
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