Cost push inflation and demand pull inflation.

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Chapter 18, Problem 4RQ

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Cost push inflation and demand pull inflation.

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Assume that next year’s wage rate will be 3 percent higher than this year’s because of inflationary expectations. The actual inflation rate is 4 percent. At the beginning of next year, will the real wage be higher, lower, or the same as today? Explain. Assume that Mark gets a fixed-rate loan from a bank when the expected inflation rate is 3 percent. If the actual inflation rate turns out to be 4 percent, who benefits from the unexpected inflation: Mark, the bank, neither, or both? Explain. How does each of the following changes affect the real gross domestic product and price level of an open economy in the short run? Explain. The depreciation of the country’s currency in the foreign exchange market.

3) Suppose that on January 1, 2019 a bank lends $20,000 to a person. The bank and the individual both agree that the real interest rate charged on the loan should be 10% and the loan is going to be totally paid ($20,000 plus interest), in a one-time payment, on December 31, 2020. Suppose the two parties to this transaction can perfectly foresee what the inflation rate for this period is going to be. Given this information, what is the nominal rate the Bank has to charge on this loan? Assume that the CPI is computed at the beginning of each year.

15. Suppose that the relationship between inflation rate (π) and unemployment rate (u) is described by the following equation: πt – πte = (m + z) – αut where m = 0.05, z = 0.04, and α = 2. In this economy, the authorities keep unemployment rate at 4% forever. a. If the modified Philips curve describes the relationship between π and u correctly, how should “πte” be specified? Rewrite the equation using this specification. Assume that πt–1 = 1%. Compute πt, πt+1, and πt+2. b. Do you believe the answer in part (a)? Why or why not? c. Derive the natural rate of unemployment.