Math 30210 --- Introduction to operations research
University of Notre Dame, Fall 2007
Weekly assignments
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Assignment 13: Due December 11; a solution key is
here.
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Assignment 12: Due December 5
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Assignment 11: Due November 28
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Assignment 10: Due November 14
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Assignment 9: Due November 7
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Assignment 8: Due October 31
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Assignment 7: Due October 17
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Assignment 6: Due October 10
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Assignment 5: Due October 3
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Assignment 4: : Due September 26
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Assignment 3: Due September 19
Solution files (all jpgs):
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Assignment 2: Due September 12
Solution files (all jpgs):
- Page 1
- Page 2
- Page 3
(I believe that there is an error in my solution.
If xr is the number of retail units, and each retail unit is .1 acres, then the constraint
on the number of retail units should be .1*xr = .023*xl + .034*xm + .046*xu + .023*xp + .045*xs,
with acres of retail on the left being compared to demand in acres on the right. This changes the
optimum to about 14036, with xl = 200, xm = 190, xu = 260, xp around 352, xc around 151, xs around
45 and xr around 326.)
- Page 4
- Page 5 (note that for this problem,
I have assumed that any money the gambler does not assign to an
option is part of his return. This doesn't change the solution,
since it turns out to be best for the gambler to assign all $500.)
- Page 6
- Page 7
- Page 8
- Page 9
- Page 10
- Page 11
- Page 12
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Assignment 1: Due September 5,
solutions here
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