Explain how increasing returns to scale in production can be a basis for trade.
Why is trade within a country greater than trade between countries?
Compared with the no-trade equilibrium, how much does industry demand D increase? How much does the number of firms (or product varieties) increase? Does the demand curve D/NA still apply after the opening of trade? Explain why or why not.
Does the d1 curve shift or pivot due to the opening of trade? Explain why or why not.
Compare your answer to (b) with the case in which Home trades with only one other identical country. Specifically, compare the elasticity of the demand curve d1 in the two cases.
Illustrate the long-run equilibrium with trade, and compare it with the long-run equilibrium when Home trades with only one other identical country.
Redraw Figure 6-7 for the Home market and show the shift in the D/NT curve and the new short-run equilibrium.
From the new short-run equilibrium, is there exit or entry of firms, and why?
Describe where the new long-run equilibrium occurs, and explain what has happened to the number of firms and the prices they charge.
Our derivation of the gravity equation from the monopolistic competition model used the following logic:
(i) Each country produces many products.
(ii) Each country demands all of the products that every other country produces.
(iii) Thus, large countries demand more imports from other countries.
The gravity equation relationship does not hold in the Heckscher-Ohlin model. Explain how the logic of the gravity equation breaks down in the Heckscher-Ohlin model; that is, which of the statements just listed is no longer true in the Heckscher-Ohlin model?
Using the gravity equation, compare the expected level of trade between the United States and France and between the United States and Italy.
The distance between Paris and Rome is 694 miles. Would you expect more French trade with Italy or with the United States? Explain what variable (i.e., country size or distance) drives your result
What evidence is there that Canada is better off under the free-trade agreement with the United States?
Fill in two more rows of the table using the same approach as for the first two rows.
Notice that the fraction of workers finding a job each year (column 2) has the formula
Using this formula, fill in six more values for the fraction of workers finding a job (column 2), up to year 10.
To calculate the average spell of unemployment, we take the fraction of workers finding jobs (column 2), multiply it by the years of unemployment (column 1), and add up the result over all the rows. By adding up over 10 rows, calculate what the average spell of unemployment is. What do you expect to get when adding up over 20 rows?
Compare your answer to (c) with the average three-year spell of unemployment. Was that number accurate?
Of two products, rice and paintings, which product do you expect to have a higher index of intra-industry trade? Why?
Access the U.S. TradeStats Express website at http://tse.export.gov/. Click on “National Trade Data” and then “Global Patterns of U.S. Merchandise Trade.” Under the “Product” section, change the item to rice (HS 1006) and obtain the export and import values. Do the same for paintings (HS 9701); then calculate the intra-industry trade index for rice and paintings in 2012. Do your calculations confirm your expectation from part (a)? If your answers did not confirm your expectation, explain.