Johnson's Artisan Bakery is experimenting with two new croissant recipes. One recipe calls for 302.5 grams of bread flour and 30 grams of butter, while the other calls for 375 grams of bread flour and 43 grams of butter. The first recipe would yield $2.5 per croissant, and the second would yield $3.2 per croissant. Although the chefs like both recipes, they agree that since the second recipe requires more butter, they should probably only make half as much as the first. On a typical day, Johnson's would stock 20 kilograms of bread flour and 2 kilograms of butter. Formulate a linear programming model that maximizes the profit.

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
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Problem 33P: Assume the demand for a companys drug Wozac during the current year is 50,000, and assume demand...
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Johnson's Artisan Bakery is
experimenting with two new croissant
recipes. One recipe calls for 302.5 grams
of bread flour and 30 grams of butter,
while the other calls for 375 grams of
bread flour and 43 grams of butter. The
first recipe would yield $2.5 per
croissant, and the second would yield
$3.2 per croissant. Although the chefs
like both recipes, they agree that since
the second recipe requires more butter,
they should probably only make half as
much as the first. On a typical day,
Johnson's would stock 20 kilograms of
bread flour and 2 kilograms of butter.
Formulate a linear programming model
that maximizes the profit.
Transcribed Image Text:Johnson's Artisan Bakery is experimenting with two new croissant recipes. One recipe calls for 302.5 grams of bread flour and 30 grams of butter, while the other calls for 375 grams of bread flour and 43 grams of butter. The first recipe would yield $2.5 per croissant, and the second would yield $3.2 per croissant. Although the chefs like both recipes, they agree that since the second recipe requires more butter, they should probably only make half as much as the first. On a typical day, Johnson's would stock 20 kilograms of bread flour and 2 kilograms of butter. Formulate a linear programming model that maximizes the profit.
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