The Green Company processes unprocessed goat milk up to the split-off point where two products, condensed goat millk and skim goat milk result. The following information was collected for the month of October: Direct Materials processed: 100,500 gallons (after shrinkage) Condensed goat milk 42,500 gallons 58,000 gallons Condensed goat milk $4.00 per gallon $3.50 per gallon Production: Skim goat milk Sales: Skim goat milk The costs of purchasing the of unprocessed goat milk and processing it up to the split-off point to yield a total of 100,500 gallons of saleable product was $191,480. There were no inventory balances of either product. Condensed goat milk may be processed further to yield 42,000 gallons (the remainder is shrinkage) of a medicinal milk product, Xyle, for an additional processing cost of $6 per usable gallon. Xxle can be sold for $21 per gallon. Skim goat milk can be processed further to yield 56,700 gallons of skim goat ice cream, for an additional processing cost per usable gallon of $6. The product can be sold for $14 per gallon. There are no beginning and ending inventory balances.

The Green Company processes unprocessed goat milk up to the split-off point where two products, condensed goat millk and skim goat milk result. The following information was collected for the month of October: Direct Materials processed: 100,500 gallons (after shrinkage) Condensed goat milk 42,500 gallons 58,000 gallons Condensed goat milk $4.00 per gallon $3.50 per gallon Production: Skim goat milk Sales: Skim goat milk The costs of purchasing the of unprocessed goat milk and processing it up to the split-off point to yield a total of 100,500 gallons of saleable product was $191,480. There were no inventory balances of either product. Condensed goat milk may be processed further to yield 42,000 gallons (the remainder is shrinkage) of a medicinal milk product, Xyle, for an additional processing cost of $6 per usable gallon. Xxle can be sold for $21 per gallon. Skim goat milk can be processed further to yield 56,700 gallons of skim goat ice cream, for an additional processing cost per usable gallon of $6. The product can be sold for $14 per gallon. There are no beginning and ending inventory balances.

Cornerstones of Cost Management (Cornerstones Series)

4th Edition

ISBN:9781305970663

Author:Don R. Hansen, Maryanne M. Mowen

Publisher:Don R. Hansen, Maryanne M. Mowen

Chapter2: Basic Cost Management Concepts

Section: Chapter Questions

Problem 28P: Brody Company makes industrial cleaning solvents. Various chemicals, detergent, and water are mixed...

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Taylor Company produces two industrial cleansers that use the same liquid chemical input: Pocolimpio and Maslimpio. Pocolimpio uses two quarts of the chemical for every unit produced, and Maslimpio uses five quarts. Currently, Taylor has 6,000 quarts of the material in inventory. All of the material is imported. For the coming year, Taylor plans to import 6,000 quarts to produce 1,000 units of Pocolimpio and 2,000 units of Maslimpio. The detail of each products unit contribution margin is as follows: Taylor Company has received word that the source of the material has been shut down by embargo. Consequently, the company will not be able to import the 6,000 quarts it planned to use in the coming years production. There is no other source of the material. Required: 1. Compute the total contribution margin that the company would earn if it could import the 6,000 quarts of the material. 2. Determine the optimal usage of the companys inventory of 6,000 quarts of the material. Compute the total contribution margin for the product mix that you recommend. 3. Assume that Pocolimpio uses three direct labor hours for every unit produced and that Maslimpio uses two hours. A total of 6,000 direct labor hours is available for the coming year. a. Formulate the linear programming problem faced by Taylor Company. To do so, you must derive mathematical expressions for the objective function and for the materials and labor constraints. b. Solve the linear programming problem using the graphical approach. c. Compute the total contribution margin produced by the optimal mix.
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