Consider an economy that has a labor endowment of L= 40 units. The production functions are x - 0.5L, and y = 4L,, where x and y are consumption goods while L, and L, represent the labor allocation. What is the equation for the PPF? O8x-y-160 6x +2y-80 6x+y-120 8x+2y-80
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Consider an economy that has a labor endowment of L = 40 units. The production functions are x = 0.5L, and y = 4Ly, where x and y are consumption goods while L, and Ly represent the labor allocation. What is the equation for the
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- Consider an economy that has a labor endowment of L = 40 units. The production functions are x = 0.5Lx and y = 4Ly, where x and y are consumption goods while Lx and Ly represent the labor allocation. What is the equation for the PPF?Q32 Consider the Production Possibility Frontiers of two countries, Australia and Brazil. Assume both have linear PPFs and the two countries both produce the same two goods: fruits and grain. Given its resources, Australia can produce either 2 units of grain per day or 1 unit of fruits; Brazil can produce either 5 units of grain or 4 units of fruits. (You may, for your own use, find it helpful to draw the Production Possibilities Frontiers for each country, though these won't be included in the answers you provide in you online responses.) a. If there were no trade, what would be the local price of fruits in each country, measured in units of grain? b. If trade is allowed, which country will export fruits and which country will export grain (if any)? c. What are the gains from trading a unit of fruit if the international price of fruit is equal to the average of the local prices in the two countries? d. How are the gains from trade distributed? Comment on why the benefits…Suppose two economies Home (H) and Foreign (F) produce two goods, bread and wine, with only one production factor: labour. Production technology, expressed as marginal product of labour (MPL), is given in the following table: Technologies expressed as MPL Bread Wine Home 1/6 1/12 Foreign 1/4 1/2 Suppose that Home has 2400 units of labour and Foreign has 1800 units of labour. a. ) Derive the Production Possibilities Frontier (PPF) and the Consumption Possibility Frontier (CPF) for Home and Foreign, with bread on the horizontal axis and wine on the vertical axis. What is the autarky equilibrium price of bred relative to wine in each country? b.) What country has the absolute advantage in producing each good? What country has the comparative advantage in producing each good? Briefly explain the difference between these two concepts. Suppose both countries are now free to trade. The world relative price of bread is 1. c. What is the pattern of specialisation and trade?…
- Consider a simplified example of two countries - Singapore and Indonesia - producing two goods – telecommunications equipment and electrical circuit apparatus. Using all its resources, Singapore can produce either 50 telecommunications equipment, or 100 electrical circuit apparatus. Using all its resources, Indonesia can produce either 1,000 telecommunications equipment, or 5,000 circuit apparatus. (a) Which country/countries has/have the absolute advantages and the comparative advantages in the production of telecommunications equipment, and of electrical circuit apparatus? Explain and show. (b) Consider the case of constant opportunity cost. What will be the resulting patterns of trade, terms-of-trade, and the aggregate production and consumption? Provide a diagram to illustrate, with telecommunications equipment on the y-axis. (c) It is found that contrary to the above, there is no complete specialisation in both Singapore and Indonesia. Instead, Singapore partially specialises in…1. Suppose a country has 2386 of Labor and its ppf is given by 119*Qc+214*Qw<=L. Suppose the price of wine is 26, what is the price of cheese? 2. Suppose a country has 6299 of Labor and its ppf is given by 199*Qc+227*Qw<=L. What is the maximum amount of cheese that home can produce? 3. Suppose alc=22,alw=22,alc*=1,alw*=10, L=549,L*=2446. Suppose that home and foreign both specialize. What is (Qc+Qc*)/(Qw+Qw*)?Assume an economy producing only two goods (shoes and computers) with a fixed amount of productive resources and technology and employing all its productive resources to the maximum.Production in this economy is subjected to the law of diminishing marginal returns and resourcesare assumed to be fully optimized. In addition, the cost of sacrificing shoes for computers andvice versa is 1. On the basis of the foregoing assumptions, answer the following questions: What happens to the PPF when the economy discovers an improved technology for producing shoes?
- Using a production possibilities frontier determine how does a country's PPF change in response to the events described below . Make sure to explicit what sort of assumption each event implies (neutral effect or sector biased effect).and what sectors you are representing . The latter follows from your assumptions on the factor intensity of the sector you are representing. 1. Reducing import taxes on primary inputs. 2. The discovery of new mineral deposits in a country.Suppose that there are two products: clothing and soda. Both Brazil and the United States produce each product. Brazil can produce 100,000 units of clothing per year and 50,000 cans of soda. The United States can produce 65,000 units of clothing per year and 250,000 cans of soda. Assume that costs remain constant. For this example, assume that the production possibility frontier (PPF) is a straight line for each country because no other data points are available or provided. Include a PPF graph for each country in your paper. Complete the following: What would be the production possibility frontiers for Brazil and the United States? Without trade, the United States produces AND CONSUMES 32,500 units of clothing and 125,000 cans of soda. Without trade, Brazil produces AND CONSUMES 50,000 units of clothing and 25,000 cans of soda. Denote these points on each COUNTRY’s production possibility frontier. Suppose that there are two products: clothing and soda. Both…Suppose there are two countries that are identical in their factor endowments. Both would like to consume both passenger cars and commercial vehicles, industries in which there are economies of scale. In the absence of trade, each country would have both industries. If they could trade, both could benefit by specializing and taking advantage of economies of scale to lower their costs of production. Assume that once trade becomes possible, country A specializes in producing passenger cars and country B specializes in producing commercial vehicles. Because of economies of scale, the cost of passenger cars relative to commercial vehicles is lower in country A than in country B. Explain why we would expect to observe trade in similar products, known as intra- industry trade, when production technology is characterized by economies of scales? Who are the winners and losers in this example? How does your result compare with that of the winners and losers in the CORE textbook example of the…
- Suppose there are two countries, Home and Foreign, that produce two goods, fish (F) and edamame (E), using only labor. In the Home country 6 units of labor are required to produce each unit of fish and the same for each unit of edamame. In the Foreign country, 2 units of labor is required to produce each fish and 3 units of labor are required for each unit of edamame. Each country has a labor force of 30 units available for production. Suppose further that consumers in both countries have identical Leontief preferences, utility function U(CF, CE) = min(CF, CE), meaning that they want to consume the two goods in a fixed proportion of one-to-one, i.e. CF = CE (there is no substitution between the goods). Suppose now that the labor force of the Home country is 6 times as big (i.e. 180 units, instead of 30). How does this increase in labor force at Home change the pattern of trade? Will the gains from trade for the Home country be higher or lower now? What happens to the welfare of the…Consider a specific-factors model where two Countries, Denmark and Tanzania, use labor to produce cake (C) and helicopters (H). However, arable land (A) are a factor specific to cake, and jerrycans (J) are a factor specific to helicopters. Suppose that Tanzania has L = 100 workers, J = 40 jerrycans, and A = 1000 arable land. The production functions and marginal products of labor for cake and helicopters are: C = 4 x Lc0.5 x A0.5 MPLc = 2 x Lc-0.5 x A0.5 H = 4 x LH0.5 x J0.5 MPLH = 2 x LH-0.5 x J0.5 In Tanzania, the price of crystals is 20 and the price of hyperdrives is 200. In this case, the wage rate will be ________ and ________ workers will be employed in the cake industry and __________ workers will be employed in the helicopter industry.The production possibilities frontier (PPF) for Honduras and Brazil, representing hypothetical levels of production, are shown in the graphs. Assume that, without trade, each country is initially producing and consuming at point A on its PPF curve. Suppose these countries decide to trade. Each country will specialize in the production of the good for which it has a comparative advantage. Assume the countries agree to trade. The terms of trade are 6000 tons of bananas for 4000 tons of steel. Move the post‑trade consumption point for each country to reflect their post‑trade consumption. Which good will each country produce? Honduras will produce bananas and Brazil will produce steel. Brazil will produce both bananas and steel. Honduras will produce both bananas and steel. Honduras will produce steel and Brazil will produce bananas.