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# Isle Royale National Park is a 210-square-mile archipelago composed of a single large

ISBN: 9780073401102 336

## Solution for problem 22.14 Chapter 22

Applied Numerical Methods W/MATLAB: for Engineers & Scientists | 3rd Edition

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Applied Numerical Methods W/MATLAB: for Engineers & Scientists | 3rd Edition

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Problem 22.14

Isle Royale National Park is a 210-square-mile archipelago composed of a single large island and many small islands in Lake Superior. Moose arrived around 1900, and by 1930, their population approached 3000, ravaging vegetation. In 1949, wolves crossed an ice bridge from Ontario. Since the late 1950s, the numbers of the moose and wolves have been tracked. PROBLEMS 585 Year Moose Wolves Year Moose Wolves Year Moose Wolves 1959 563 20 1975 1355 41 1991 1313 12 1960 610 22 1976 1282 44 1992 1590 12 1961 628 22 1977 1143 34 1993 1879 13 1962 639 23 1978 1001 40 1994 1770 17 1963 663 20 1979 1028 43 1995 2422 16 1964 707 26 1980 910 50 1996 1163 22 1965 733 28 1981 863 30 1997 500 24 1966 765 26 1982 872 14 1998 699 14 1967 912 22 1983 932 23 1999 750 25 1968 1042 22 1984 1038 24 2000 850 29 1969 1268 17 1985 1115 22 2001 900 19 1970 1295 18 1986 1192 20 2002 1100 17 1971 1439 20 1987 1268 16 2003 900 19 1972 1493 23 1988 1335 12 2004 750 29 1973 1435 24 1989 1397 12 2005 540 30 1974 1467 31 1990 1216 15 2006 450 30 (a) Integrate the Lotka-Volterra equations (Sec. 22.6) from 1960 through 2020 using the following coefficient values: a = 0.23, b = 0.0133, c = 0.4, and d = 0.0004. Compare your simulation with the data using a timeseries plot and determine the sum of the squares of the residuals between your model and the data for both the moose and the wolves. (b) Develop a phase-plane plot of your solution.

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Weekly 3) Notes A- Baye'sRule Recap : - The NA eventinsample space conditionprobability S oftheeventtiventhe B, Be ... Bn )=P( ABDT .. .tP(ABN)...

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##### ISBN: 9780073401102

Since the solution to 22.14 from 22 chapter was answered, more than 225 students have viewed the full step-by-step answer. The answer to “Isle Royale National Park is a 210-square-mile archipelago composed of a single large island and many small islands in Lake Superior. Moose arrived around 1900, and by 1930, their population approached 3000, ravaging vegetation. In 1949, wolves crossed an ice bridge from Ontario. Since the late 1950s, the numbers of the moose and wolves have been tracked. PROBLEMS 585 Year Moose Wolves Year Moose Wolves Year Moose Wolves 1959 563 20 1975 1355 41 1991 1313 12 1960 610 22 1976 1282 44 1992 1590 12 1961 628 22 1977 1143 34 1993 1879 13 1962 639 23 1978 1001 40 1994 1770 17 1963 663 20 1979 1028 43 1995 2422 16 1964 707 26 1980 910 50 1996 1163 22 1965 733 28 1981 863 30 1997 500 24 1966 765 26 1982 872 14 1998 699 14 1967 912 22 1983 932 23 1999 750 25 1968 1042 22 1984 1038 24 2000 850 29 1969 1268 17 1985 1115 22 2001 900 19 1970 1295 18 1986 1192 20 2002 1100 17 1971 1439 20 1987 1268 16 2003 900 19 1972 1493 23 1988 1335 12 2004 750 29 1973 1435 24 1989 1397 12 2005 540 30 1974 1467 31 1990 1216 15 2006 450 30 (a) Integrate the Lotka-Volterra equations (Sec. 22.6) from 1960 through 2020 using the following coefficient values: a = 0.23, b = 0.0133, c = 0.4, and d = 0.0004. Compare your simulation with the data using a timeseries plot and determine the sum of the squares of the residuals between your model and the data for both the moose and the wolves. (b) Develop a phase-plane plot of your solution.” is broken down into a number of easy to follow steps, and 282 words. Applied Numerical Methods W/MATLAB: for Engineers & Scientists was written by and is associated to the ISBN: 9780073401102. This full solution covers the following key subjects: . This expansive textbook survival guide covers 24 chapters, and 496 solutions. This textbook survival guide was created for the textbook: Applied Numerical Methods W/MATLAB: for Engineers & Scientists , edition: 3. The full step-by-step solution to problem: 22.14 from chapter: 22 was answered by , our top Engineering and Tech solution expert on 03/05/18, 09:01PM.

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