Exam 20:Money Growth, Money Demand and Modern Monetary Policy
Exam 1: An Introduction to Money and the Financial System31 Questions
Exam 2: Money and the Payments System109 Questions
Exam 3: Financial Instruments, Financial Markets, and Financial Institutions119 Questions
Exam 4: Future Value, Present Value and Interest Rates118 Questions
Exam 5: Understanding Risk108 Questions
Exam 6: Bonds, Bond Prices, and the Determination of Interest Rates128 Questions
Exam 7: The Risk and Term Structure of Interest Rates130 Questions
Exam 8: Stocks, Stock Markets and Market Efficiency123 Questions
Exam 9: Derivatives: Futures, Options, and Swaps120 Questions
Exam 10: Foreign Exchange114 Questions
Exam 11: The Economics of Financial Intermediation113 Questions
Exam 12:Depository Institutions: Banks and Bank Management116 Questions
Exam 13:Financial Industry Structure125 Questions
Exam 14: Regulating the Financial System120 Questions
Exam 15: Central Banks in the World Today113 Questions
Exam 16: The Structure of Central Banks: The Federal Reserve and the European Central Bank116 Questions
Exam 17: The Central Bank Balance Sheet and the Money Supply Process108 Questions
Exam 18:Monetary Policy: Stabilizing the Domestic Economy103 Questions
Exam 19:Exchange Rate Policy and the Central Bank120 Questions
Exam 20:Money Growth, Money Demand and Modern Monetary Policy108 Questions
Exam 21:Output, Inflation, and Monetary Policy104 Questions
Exam 22:Understanding Business Cycle Fluctuations103 Questions
Exam 23: Modern Monetary Policy and the Challenges Facing Central Bankers98 Questions
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Economists are fond of calculating measures of elasticity. If we calculate the income elasticity of money as the %ΔM / %ΔPY, where M is the quantity of money held and PY is nominal income, would you suspect the coefficient to be positive, negative or zero? Will the absolute value be greater or less than 1? Be sure to explain your choices.
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If we consider the relationship between the opportunity cost of holding money and velocity that existed in the 1980s, if the Fed followed the same policymaking in the 1990s and 2000s, would they have achieved the desired results? Explain.
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The equation for money demand expressed in the chapter that is derived from the equation of exchange is:
We see that the equation does not explicitly address the interest rate. In fact, Professor Fisher assumed that velocity is constant which means 1/V is also a constant. Why do you think Professor Fisher left the interest rate out of the equation? Do you think he would if he were alive today? Explain.
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If monetary policymakers cannot accurately forecast shifts in money demand, what are they really only left with for a short-term policy instrument and why?
(Essay)
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Is keeping money growth low when the central bank can accurately forecast real growth a guarantee that short-run inflation will not occur? Explain
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In the late 1970s and early 1980s, the velocity of money increased significantly. The main reason(s) for the increase was:
(Multiple Choice)
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If we look at the value of money in terms of how many units of a good it takes to buy one dollar, then inflation means:
(Multiple Choice)
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Is variability in velocity more of a problem in high or low inflation countries? Explain.
(Essay)
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If the Fed wanted to target price stability, meaning zero inflation, why should it set a target rate of inflation of around one percent?
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For the Fed to use money growth as a direct monetary policy target, which of the following needs to exist?
(Multiple Choice)
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Milton Friedman's assertion that "inflation is a monetary phenomenon" is based on:
(Multiple Choice)
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Why did a decline in mortgage rates in the 1990s cause the velocity of M2 to fluctuate?
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Based on the analysis of the equation of exchange, Irving Fisher, derived the quantity theory of money which states that:
(Multiple Choice)
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Which of the following statements best completes the sentence, "All other factors constant, as the nominal interest rate increases, the opportunity cost of money..."?
(Multiple Choice)
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In the late 1970s into the early 1980s, interest rates were high and very volatile. During this period:
(Multiple Choice)
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The equation of exchange which is MV = PY is an identity, which means it is true by definition. If you think carefully, what variable in the equation by the way it is defined really makes the equation of exchange an identity?
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