A coffee machine is used to produce two interchangeable products. The daily capacity of the coffee machine can produce at most 20 cups of iced coffee and 10 cups of hot coffee. Alternatively, the coffee machine can be adjusted to produce at most 12 cups of iced coffee and 25 cups of hot coffee daily. Market analysis shows that the maximum daily demand for the two coffees combined is 35 units. Given that the unit profits for the two respective coffees are ₱10 and ₱12, which of the following two machine settings should be selected? Requirements: a) Define decision variables and tabulated data b) Formulate the Integer Linear Programming Model.
A coffee machine is used to produce two interchangeable products. The daily capacity of the coffee machine can produce at most 20 cups of iced coffee and 10 cups of hot coffee. Alternatively, the coffee machine can be adjusted to produce at most 12 cups of iced coffee and 25 cups of hot coffee daily. Market analysis shows that the maximum daily demand for the two coffees combined is 35 units. Given that the unit profits for the two respective coffees are ₱10 and ₱12, which of the following two machine settings should be selected? Requirements: a) Define decision variables and tabulated data b) Formulate the Integer Linear Programming Model.
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter5: Network Models
Section: Chapter Questions
Problem 53P
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A coffee machine is used to produce two interchangeable products. The daily capacity of the coffee machine can produce at most 20 cups of iced coffee and 10 cups of hot coffee. Alternatively, the coffee machine can be adjusted to produce at most 12 cups of iced coffee and 25 cups of hot coffee daily. Market analysis shows that the maximum daily demand for the two coffees combined is 35 units. Given that the unit profits for the two respective coffees are ₱10 and ₱12, which of the following two machine settings should be selected?
Requirements:
a) Define decision variables and tabulated data
b) Formulate the Integer Linear Programming Model.
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