This exercise applies the basic Ricardian model of one factor and two goods. The table below contains the unt labor requirements in Foreign and Home for each of two goods
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- This exercise applies the basic Ricardian model of one factor and two goods. The table below contains the output per hour worked in Foreign and Home for each of two goods. Chocolate Olive Oil Home 9c = 1 pound per hour 90 = 3 gallons per hour Foreign = 5 pounds per hour 90 = 4 gallons per hour where: = units of chocolate produced in Home by one hour of labor; = units of olive oil produced in Home by one hour of labor; 90 = units of chocolate produced in Foreign by one hour of labor; = units of olive oil produced in Foreign by one hour of labor; PW = the world price of chocolate (the trade price); po = the world price of olive oil (the trade price). Both Home and Foreign will gain from trade if the world price of chocolate (PW) lies between two limits as follows: gallons > gallons > (Round each response to two decimal places.) pound poundThis exercise applies the basic Ricardian model of one factor and two goods. The table below contains the output per unit of labor in Foreign and Home for each of two goods. Use this information to answer the question that follows. attached in ss below thanksConsider a small island country whose only industry is fishing. The following table shows information about the small economy in two different years. Complete the table by calculating physical capital per worker as well as labour productivity. Hint: Recall that productivity is defined as the amount of goods and services a worker can produce per hour. In this problem, measure productivity as the quantity of goods per hour of labour. NOTE: both drop down questions choices are (an increase or, decrease)
- The __________ is composed of people with an intergenerational history of unemploymentThe following table defines terme relevant to the basic Ricardian model of one factor and two goods. Quanty of whey igalona) 120 c number of labor hours needed to produce a unit of candy in Home Aw = number of labor hous needed to produce a unit of whiskey in Home number of labor hours needed to produce a unit of candy in Foreign LC number of labor hours needed to producea unit of whiskey in Foreign Pe e price per pound of candy on world markets Pw he price per galon of whiskey on world markets 20 Which of the following conditiona wil induce Home to specialize in candy? OA Pee 40 Quantity of candy ipounde 20 (0,80) O (PoPw)<(ciLw) Suppose Home were to trade with Foreign at the relative price of (PcPw)- 1.0 Uaing the ine drawing tool, add the consumption possibietes frontier for Home to ts production possibities fronter, Properly label this ineWhat are the answers for mixed and pure specific factor models? Are the answers for both (B. Owners of A will benefit)? Please help and explain In the Question1Mixed and Question2Pure Specific Factors model with two sectors, Cars (C) and Wheat (W), Capital (K) is specific to C and Land (A) is specific to W. If the government imposes a tariff on the imports of W then A. Both owners of K and owners of A will benefit. B. Owners of A will benefit. C. Owners of K will benefit. D. Neither owners of K nor owners of A will benefit.
- 06:52 < Title Ebenezer and Scrooge are two countries that can trade with each other. There are two items, (H) and (J). There is only one factor of production: labor (measured as working hours per time period). The labor input per produced unit of the two goods can be seen below. The assumptions of the Ricardo model are met. Country: Ebenezer Item H=20 Item J=10 Country: Scrooge Item H: 18 Item J: 6 So the question is: Is the following statement true or false? “Since 10 < 20, Ebenezer has one absolute advantage in the production of good J? ( =T Vo)) LTE1 .Il 90% |4 T (T) 17▼Suppose the per-worker production function is: y = A(1-gA) Where ga is the fraction of all workers that produce technologies. Further, suppose the growth of technology is given by the following equation growth of A = (g//m)(L) Suppose L = 1 and m = 7, and that initially ga = 0.7. If ga fell to 0.8 the level of output per %3D worker would: fall Impossible to say rise stay the sameConsider the Solow model extended with human capital. Suppose the production function is Cobb Douglas. Find the levels of physical and human capital in the steady state. Describe the joint dynamics of the two forms of capital if the economy is not at the steady state.
- 16. In the short run, the profit maximization for a firm in a perfectly competitive market would be: the marginal revenue is equal to the market price the marginal revenue is equal to the average revenue The market price is equal to the marginal cost O the marginal revenue is greater than the marginal costThe table below represents Freedonia's macroeconomic data for 2003 and 2004. Year Y K 2003 2000 1700 70 2004 2100 1785 75 a. What is the economic growth rate of Freedonia from 2003 to 2004? Show your calculation. b. What is the capital growth rate from 2003 to 2004? Show your calculation. c. What is labor growth rate from 2003 to 2004? Show your calculation. d. Suppose the production function is given by Y = AKO.25L0.75. Use two %3D approaches to solve for the growth rate of total factor productivity (A) from 2003 to 2004. Show your calculation.QUESTION 5 The table below represents national macrocconomic data for Year 1 and Year 2. Year Y K 1 4000 1500 2 4200 1500 y Where x = 110 and y = 195. Suppose that the production function is given by y=AK0.3N0.7. How much did the total factor productivity of this economy change exactly, in percentage terms? (Submit your answer with up to two decimals, i.e., 10.22 for 10.22% and 11.44 for 11.442%.)