There are 50 people on the island of Shangri-la. Two products are produed: widgets and gadgets....
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There are 50 people on the island of Shangri-la. Two products are produed: widgets and gadgets. The daily output of these goods are given by: W=20Lw and G=10(L) ¹/2 where Lw and Lg are respectively the total number of person-days allocated to the production of widgets and gadgets per day. (a) Find Shangri-La's production possibilities frontier. (b) If each person in Shangri-La wants to consume widgets and gadgets in the ratio of 10 widgets for each gadget, how many widgets and gadgets should be produced per day? If the price of widgets is set at 1, what must be the price of gadgets to support this outcome as a competitive equilibrium? (c) If Shangri-la can trade with the rest of the world at prices given pw=1 and Pg=10, how many widgets and how many gadgets should be produced per day? What will now be the total consumption of widgets and gadgets? There are 50 people on the island of Shangri-la. Two products are produed: widgets and gadgets. The daily output of these goods are given by: W=20Lw and G=10(L) ¹/2 where Lw and Lg are respectively the total number of person-days allocated to the production of widgets and gadgets per day. (a) Find Shangri-La's production possibilities frontier. (b) If each person in Shangri-La wants to consume widgets and gadgets in the ratio of 10 widgets for each gadget, how many widgets and gadgets should be produced per day? If the price of widgets is set at 1, what must be the price of gadgets to support this outcome as a competitive equilibrium? (c) If Shangri-la can trade with the rest of the world at prices given pw=1 and Pg=10, how many widgets and how many gadgets should be produced per day? What will now be the total consumption of widgets and gadgets?
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The detailed answer for the above question is provided below A a The production possibilities frontier PPF of ShangriLa is a curve that shows the maxi... View the full answer
Related Book For
Introduction to Management Science A Modeling and Cases Studies Approach with Spreadsheets
ISBN: 978-0078024061
5th edition
Authors: Frederick S. Hillier, Mark S. Hillier
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