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Suppose that the money supply is \(\$ 1\) trillion and money velocity is \(4 .\) Then the equation of exchange would predict nominal GDP to be: b. \$4 trillion. c. \(\$ 5\) trillion. d. \(\$ 8\) trillion.

Short Answer

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The nominal GDP is predicted to be \$4 trillion.

Step by step solution

01

Understanding the Equation of Exchange

The equation of exchange is given by the formula \( MV = PQ \), where \( M \) represents the money supply, \( V \) represents the velocity of money, \( P \) is the price level, and \( Q \) is the real output or quantity of goods and services sold. The term \( PQ \) represents the nominal GDP.
02

Substituting Known Values

We are given that the money supply \( M = \$1 \) trillion and the velocity of money \( V = 4 \). We substitute these values into the equation \( MV = PQ \) to find the nominal GDP.
03

Calculating Nominal GDP

Substituting the known values, we have \( 1 \times 4 = PQ \). Thus, \( PQ = \$4 \) trillion.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Money Supply
Money supply refers to the total amount of money available in an economy at a particular time. It is a crucial instrument used by a country's central bank or treasury to regulate economic activity. Various categories define the money supply, including cash, coins, and balances held in checking and savings accounts.

The control of the money supply directly impacts interest rates and inflation within an economy. When the money supply increases, it usually lowers interest rates, making borrowing cheaper for businesses and individuals. This, in turn, can stimulate economic growth by increasing consumption and investment. Conversely, a decrease in the money supply can raise interest rates, which tends to cool inflation and slow down economic expansion.

Understanding money supply is vital for determining economic policy and predicting economic conditions. It is often the starting point in the equation of exchange, symbolized by the letter \( M \) in the formula \( MV = PQ \). In this equation, the money supply combines with the velocity of money to determine nominal GDP.
Velocity of Money
The velocity of money (\( V \)) is an indicator of how frequently a unit of currency is used to purchase goods and services within a given time period. It is an essential aspect of economic analysis because it provides insight into the speed at which money circulates throughout an economy.

Higher velocity implies a more active economy, as money changes hands quickly. This scenario means people are spending more rapidly, potentially boosting economic output. On the other hand, a lower velocity may indicate a slow-moving economy, where money is changing hands less frequently.

Several factors can affect the velocity of money, such as economic confidence, interest rates, and credit availability. During times of economic uncertainty, the velocity of money can decrease as individuals and businesses hold onto their money rather than spending or investing it.

In the equation of exchange:
  • \( \text{MV} = \text{PQ} \)
  • \( V \) represents the velocity of money.
A change in the velocity of money impacts the nominal GDP (\( PQ \)), making it a crucial element in economic forecasting and policy-making.
Nominal GDP
Nominal GDP represents the market value of all finished goods and services produced within a country's borders in a specific time period, without taking inflation into account. It's an important economic metric as it reflects the overall economic output and provides a snapshot of a nation's economic health.

Unlike Real GDP, which is adjusted for inflation, Nominal GDP can be influenced by changes in price level, currency strength, and production volume. In periods of high inflation, Nominal GDP may appear larger than Real GDP because it does not adjust for price changes.

In the equation of exchange, Nominal GDP is expressed as the product of the price level (\( P \)) and the quantity of goods and services (\( Q \)), captured in \( PQ \). This relationship highlights how changes in the money supply and velocity can affect a country's economic productivity.

From a policy-maker's perspective, monitoring Nominal GDP is key, as it helps to make informed decisions regarding fiscal and monetary policy, to strive for economic stability and growth.

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Most popular questions from this chapter

Place "MON," "RET," or "MAIN" beside the statements that most closely reflect monetarist, rational expectations, or mainstream views, respectively: a. Anticipated changes in aggregate demand affect only the price level; they have no effect on real output. b. Downward wage inflexibility means that declines in aggregate demand can cause long-lasting recession. c. Changes in the money supply \(M\) increase \(P Q\); at first only \(Q\) rises, because nominal wages are fixed, but once workers adapt their expectations to new realities, \(P\) rises and \(Q\) returns to its former level. d. Fiscal and monetary policies smooth out the business cycle. e. The Fed should increase the money supply at a fixed annual rate.

If the money supply fell by 10 percent, a monetarist would expect nominal GDP to _____. a. Rise. b. Fall. c. Stay the same.

An economy is producing at full employment when AD unexpectedly shifts to the left. A new classical economist would assume that as the economy adjusted back to producing at full employment, the price level would _____. a. Increase. b. Decrease. c. Stay the same.

Use an AD-AS graph to demonstrate and explain the pricelevel and real-output outcome of an anticipated decline in aggregate demand, as viewed by RET economists. (Assume that the economy initially is operating at its full- employment level of output.) Then demonstrate and explain on the same graph the outcome as viewed by mainstream economists.

If prices are sticky and the number of dollars of gross investment unexpectedly increases, the _____ curve will shift _____. a. \(A D ;\) right. b. AD; left. c. AS; right. d. AS; left.

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