QUESTION 20 Bearland Manufacturing produces 4 different types of wood paneling. Each type of paneling is made by gluing and pressing together a different mixture of pine and oak chips. The following table summarizes the required amount of gluing, pressing, and mixture of wood chips required to produce a pallet of 50 units of each type of paneling: Resources Required per Pallet of Paneling Type Paneling Type Tahoe Pacific Savannah Aspen Glue (quarts) 50 50 100 50 Pressing (hours) 50 150 100 50 Pine chips (pounds) 500 400 300 200 Oak chips (pounds) 500 750 250 500 Assume the company has 6,000 quarts of glue; 7,500 hours of pressing capacity; 30,000 pounds of pine chips; and 62,500 pounds of oak chips available in the next production cycle. Further assume that each pallet of Tahoe, Pacific, Savannah, and Aspen panels can be sold for profits of $450, $1,150, $800, and $400, respectively. Finally, for marketing purposes, the company wants to produce at least 4 pallets of each type of paneling. Based on this information, fill out the objective function. MAX X1 + X2 + X3 + X4

QUESTION 20 Bearland Manufacturing produces 4 different types of wood paneling. Each type of paneling is made by gluing and pressing together a different mixture of pine and oak chips. The following table summarizes the required amount of gluing, pressing, and mixture of wood chips required to produce a pallet of 50 units of each type of paneling: Resources Required per Pallet of Paneling Type Paneling Type Tahoe Pacific Savannah Aspen Glue (quarts) 50 50 100 50 Pressing (hours) 50 150 100 50 Pine chips (pounds) 500 400 300 200 Oak chips (pounds) 500 750 250 500 Assume the company has 6,000 quarts of glue; 7,500 hours of pressing capacity; 30,000 pounds of pine chips; and 62,500 pounds of oak chips available in the next production cycle. Further assume that each pallet of Tahoe, Pacific, Savannah, and Aspen panels can be sold for profits of $450, $1,150, $800, and $400, respectively. Finally, for marketing purposes, the company wants to produce at least 4 pallets of each type of paneling. Based on this information, fill out the objective function. MAX X1 + X2 + X3 + X4

Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter12: Queueing Models

Section: Chapter Questions

Problem 59P

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