1. Calculate Jenny's and Cara's respective cost of the shared ovens under the stand-alone cost-allocation method. 2. Calculate Jenny's and Cara's respective cost of the shared ovens using the incremental cost-allocation method assuming (a) Jenny is the primary party and (b) Cara is the primary party. 3. Calculate Jenny's and Cara's respective cost of the shared ovens using the Shapley value method. 4. Which method would you recommend Jenny and Cara use to share the cost of the ovens? Why?
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- Mary Smith is the owner and manager of a small bakery, “Mary’s Cookies”, which is known for its special gigantic almond-chocolate chip cookies. She has been offered a job by Cookie Monster, Inc., to come to work for them at $110,000 per year. Currently, she is producing her own cookies and she has revenues of $260,000 per year. Her costs are $10,000 for rent, $35,000 for ingredients, $5,000 for utilities, and $80,000 for wages, including $40,000 for Mary in concept of manager’s salary. She has $100,000 of her own money invested in the operation, which if she leaves, can be sold for $40,000 that she can invest at 8.2% per year. Using this information, calculate: Accounting profits = $ Economic profits = $ If instead, Mary pays herself no salary: Accounting profits = $ Economic profits = $Juan Fox’ has started her own company, Foxy Jeans, which manufactures imprinted jeans. Since he just begun this operation, he rents the equipment from a local printing shop when necessary. The cost of using the equipment is P3,000. The materials used in one jean cost P200, and he can sell it at 350. Requirements: Provide for a mathematical model that will show how to maximize the profit. IF Juan sells 100 jeans, what will his total revenues, total costs, and profit? How many jeans must Juan sell to have zero profit and zero loss (break-even)?Tate Inc. and Booth Inc. are two small manufacturing companies that are considering leasing a cutting machine together. If Tate rents the machine on its own, it will cost $26,000. If Booth rents the machine alone, it will cost $14,000. If they rent the machine together, the cost will decrease to $36,000. Q. Calculate Tate’s and Booth’s respective share of fees using the Shapley value method
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