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Unformatted text preview: required. PROBLEM 6 Type that command to find the -value between the solutions and the actual data. Be careful when using the notation. Save your solution to vector B and keep your data in vector A. PROBLEM 7 Using seed = 50, we now 1880 the new t = 0. Repeat Problem 3 using P(0)=995 and P(1)=1231. Find the population at 2020 as before and address the accuracy of this new solution line. PROBLEM 8 An equilibrium solution occurs when your solution is a constant. Therefore, the derivative of the solution is equal to zero. Because of this, to find the equilibrium solutions of a differential equation, you would set = dt dP and solve for the solutions. You may want to check the stability of K to show that regardless of whether the P(0) is above or below the value of K, the ending maximum population will always be K....
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This note was uploaded on 06/20/2011 for the course MA 366 taught by Professor Arielbarton during the Spring '11 term at Purdue University Calumet.
- Spring '11