12.1-2* A young couple, Eve and Steven, want to divide their main household chores (marketing, cooking, dishwashing, and laundering) between them so that each has two tasks but the total time they spend on household duties is kept to a minimum. Their efficiencies on these tasks differ, where the time each would need to perform the task is given by the following table: Time Needed per Week Marketing Cooking Dishwashing Laundry Eve 4.5 hours 7.8 hours 3.6 hours 2.9 hours Steven 4.9 hours 7.2 hours 4.3 hours 3.1 hours (a) Formulate a BIP model for this problem. (b) Display this model on an Excel spreadsheet.
12.1-2* A young couple, Eve and Steven, want to divide their main household chores (marketing, cooking, dishwashing, and laundering) between them so that each has two tasks but the total time they spend on household duties is kept to a minimum. Their efficiencies on these tasks differ, where the time each would need to perform the task is given by the following table: Time Needed per Week Marketing Cooking Dishwashing Laundry Eve 4.5 hours 7.8 hours 3.6 hours 2.9 hours Steven 4.9 hours 7.2 hours 4.3 hours 3.1 hours (a) Formulate a BIP model for this problem. (b) Display this model on an Excel spreadsheet.
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
Section: Chapter Questions
Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
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A and B

Transcribed Image Text:12.1-2* A young couple, Eve and Steven, want to divide their
main household chores (marketing, cooking, dishwashing, and
laundering) between them so that each has two tasks but the total
time they spend on household duties is kept to a minimum. Their
efficiencies on these tasks differ, where the time each would need
to perform the task is given by the following table:
Time Needed per Week
Marketing
Cooking
Dishwashing
Laundry
Eve
4.5 hours
7.8 hours
3.6 hours
2.9 hours
Steven
4.9 hours
7.2 hours
4.3 hours
3.1 hours
(a) Formulate a BIP model for this problem.
(b) Display this model on an Excel spreadsheet.
c (c) Use the computer to solve this model.
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