A manufacturer makes two products ,laptops bags and briefcases. Each must be processed through two work areas. Work are #1 has 50 hours of available production time each week. Work area #2 has 60 hours of available production time each week. Manufacturing of a laptop bag requires 3 hours in work area #1 and 2 hours in work area #2. Manufacturing of a briefcase requires 1 hours in work area #1 and 4 hours in work area #2. Profit is $6 per laptop $9 per window.a) Define decision variables that will tell how many units to build (laptops bags and briefcases) per week.b) Develop an objective function that will maximize profits per weekc) Develop production constraints for work area #1 and #2.d). What is the optimal solutions.
A manufacturer makes two products ,laptops bags and briefcases. Each must be processed through two work areas. Work are #1 has 50 hours of available production time each week. Work area #2 has 60 hours of available production time each week. Manufacturing of a laptop bag requires 3 hours in work area #1 and 2 hours in work area #2. Manufacturing of a briefcase requires 1 hours in work area #1 and 4 hours in work area #2. Profit is $6 per laptop $9 per window.a) Define decision variables that will tell how many units to build (laptops bags and briefcases) per week.b) Develop an objective function that will maximize profits per weekc) Develop production constraints for work area #1 and #2.d). What is the optimal solutions.
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 manufacturer makes two products ,laptops bags and briefcases. Each must be processed through two work areas. Work are #1 has 50 hours of available production time each week. Work area #2 has 60 hours of available production time each week. Manufacturing of a laptop bag requires 3 hours in work area #1 and 2 hours in work area #2. Manufacturing of a briefcase requires 1 hours in work area #1 and 4 hours in work area #2. Profit is $6 per laptop $9 per window.
a) Define decision variables that will tell how many units to build (laptops bags and briefcases) per week.
b) Develop an objective function that will maximize profits per week
c) Develop production constraints for work area #1 and #2.
d). What is the optimal solutions.
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