Chapter 20: Problem 1
What is the difference between the nominal interest rate and the real interest rate?
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These are the key concepts you need to understand to accurately answer the question.
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Chapter 20: Problem 1
What is the difference between the nominal interest rate and the real interest rate?
These are the key concepts you need to understand to accurately answer the question.
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Suppose that Apple and the investors buying the firm's bonds both expect a 2 percent inflation rate for the year. Given this expectation, suppose the nominal interest rate on the bonds is 6 percent and the real interest rateis 4 percent. Suppose that a year after the investors purchase the bonds, the inflation rate turns out to be 6 percent, rather than the 2 percent that had been expected. Who gains and who loses from the unexpectedly high inflation rate?
In April \(2016,\) the nominal interest rate on a one-year Treasury bill was 0.54 percent. From April 2016 to April \(2017,\) the consumer price index rose from 238.9 to \(244.2 .\) If you bought the one-year Treasury bill in April 2016, calculate the real interest rate you earned over the following 12 -month period. Given the results of your calculation, why were investors willing to buy Treasury bills in April \(2016 ?\)
Suppose that the only good you purchase is premium bottled water and that at the beginning of the year, the price of a bottle is \(\$ 2.00\). Suppose you lend \(\$ 1,000\) for one year at an interest rate of 5 percent. At the end of the year, the price of premium bottled water has risen to \(\$ 2.08\). What is the real rate of interest you earned on your loan?
What is the difference between the household survey and the establishment survey? Which survey do many economists prefer for measuring changes in employment? Why?
(Related to Solved Problem 20.5 on page 683) In an article in the Wall Street Journal, a professor of financial planning noted the effect of rising prices on purchasing power: "Today, \(\$ 2,000\) a month seems reasonable [as an income for a retired person in addition to the person's Social Security payments], but 40 years from now that's going to be three cups of coffee and a donut." Suppose that in 2016 three cups of coffee and a donut can be purchased for \(\$ 10\). The CPI in 2016 was 240 . What would the CPI have to be in 2056 for \(\$ 2,000\) to be able to purchase only three cups of coffee and a donut? Assume that the prices of coffee and donuts increase at the same rate as the CPI during these 40 years.
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