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Assuming the pastry shop uses the workers to maximize the production of one activity, given the level of the activity, fill in the following table.

Assuming the pastry shop uses the workers to maximize the production of one activity, given the level of the activity, fill in the following table. You are given the number of cakes and need to calculate the maximum number of pies given that number of cakes. You are essentially reporting five points along the agency's production possibilities frontier. Record answers to two decimal places.

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The Pastry Shop at the End of the World (Pastry Shop') has six workers, Each worker can make cakes or ples, The table below gives the maximum number of each that each worker can make if they devote a six hour workday to that activity. Assume that they can make any linear combination of the cakes and pies shown. Worker Cakes Pies Arthur 36 54 Dent 54 36 Ford 48 60 Marvin 30 60 Trillian 42 42 Zaphod 24 72 Dent, for example, could make 54 cakes or 36 pies or any linear combination of the two, such as 18 cakes and 24 pies. The table does not mean Dent can make 54 cakes and 36 ples each day. 1. Which worker has the absolute advantage in making cakes? 2. Which worker has the absolute advantage in making ples? 3. What is Zaphod's opportunity cost of a cake, in terms of pies foregone? 4. What is Ford's opportunity cost of a pic, in terms of cakes foregone? 5. Which worker has a comparative advantage In making cakes? 6. Which worker has a comparative advantage in making ples? Assuming the Pastry Shop uses the workers to maximize the production of one activity, given the level of the other activity, fill in the following table. You are given the number of cakes and need to calculate the maximum number of pies given that number of cakes, You are essentially reporting five points along the agency's production possibilities frontier. Record your answers to two decimal places. [Yes, partial cakes and pies are allowed.) Number of cakes Number of ples Hints enter as the answer to question 7 This one is easy, as everyone is assigned to produce pies, 50 (question &) Assign the 50 cakes to those workers with the lowest opportunity cost 100 question 9) of producing cakes. At most, one person will be producing both cakes and pies. 150 [question 10) 200 question 11] 234

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