1. Zephyria and Borealis are two nations that produce Wind Turbines and Geothermal Pumps using equal amounts of resources.
The table below shows the maximum daily output for each country if they devote all their resources to producing one good.
Table 1: Maximum Daily Output
Country | Wind Turbines | Geothermal Pumps |
|---|---|---|
Zephyria | 10 | 20 |
Borealis | 5 | 15 |
Draw a correctly labeled graph of the production possibilities curve (PPC) for Zephyria, with Wind Turbines on the vertical axis and Geothermal Pumps on the horizontal axis. Assume increasing opportunity costs. Plot a point labeled A that represents full employment and efficient production. Plot a point labeled B that represents inefficient production.
Use the data in Table 1 to answer the following questions.
Calculate the opportunity cost of producing one Wind Turbine in Zephyria. Show your work.
Which country has the comparative advantage in the production of Geothermal Pumps? Explain.
Identify one specific numerical value for the terms of trade in terms of Geothermal Pumps that would be beneficial for both Zephyria and Borealis to exchange one Wind Turbine.
Draw a correctly labeled graph of the market for Geothermal Pumps in Zephyria (see Figure 2). Label the equilibrium price and the equilibrium quantity .
Assume that incomes in Zephyria increase and that Geothermal Pumps are a normal good.
Will the demand for Geothermal Pumps increase, decrease, or remain the same? Explain.
On your graph in part D, show the effect of the increase in incomes on the market for Geothermal Pumps. Label the new equilibrium price and the new equilibrium quantity .
Assume that Zephyria develops a new manufacturing process that increases the productivity of Geothermal Pump production but has no effect on Wind Turbine production. On your graph in part A, show the effect of this technological change on the production possibilities curve.
Required Graph Drawings