What is the basic determinant of (a) the transactions demand and (b) the asset demand for money? Explain how to combine these two demands graphically to determine total money demand. How is the equilibrium interest rate in the money market determined? Use a graph to show how an increase in the total demand for money affects the equilibrium interest rate (no change in the money supply). Use your general knowledge of equilibrium prices to explain why the previous interest rate is no longer sustainable.

Short Answer

Expert verified

The basic determinant of transaction demand is the nominal GDP, and asset demand is the interest rate. The transaction-demand curve is vertical as it depends on the nominal GDP, and the asset-demand curve is downward sloping as it is inversely related to the interest rate.

This is how market demand is determined.

This is how the equilibrium rate of interest is determined.

Step by step solution

01

Step 1. Graph depicting the total money demand

The graph given above shows the interest rates on the y-axis and the amount of money demanded on the x-axis. The total money demand is the amalgamation of the transaction demand of money, which is vertical, and asset demand for money, which is downward sloping.

The total demand for money is also downward sloping as the transaction demand is vertical, which means that there is no change due to changes in interest rates as it depends on the nominal GDP. Therefore, the total demand takes the shape of the asset demand.

02

Step 2. Graph depicting the determination of equilibrium interest rate and effect on this rate due to increased demand

In the graph given above, the interest rate is depicted on the y-axis, and the amount of money demand and supply is depicted on the x-axis. As the supply of money is assumed to be constant, the curve, Sm, is vertical, and the Dm, that is, the demand for money curve, is downward sloping. The equilibrium interest rate is determined where these two are equal such that, on point E, interest rate I is determined.

Suppose there is an increase in demand for money due to this, and the demand curve will shift to the right. As the supply of money is constant, new interest rates are determined at L1 where demand and supply are equal.

03

Step 3. Reason for the previous interest rates being unsustainable

The previous interest rates, represented by I, are no longer sustainable after the demand for money increases as the supply of money is constant. If the demand keeps on increasing, it will be met. Therefore, the interest rate needs to increase to reduce the demand.

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Most popular questions from this chapter

Refer to the table for Moola below to answer the following questions. What is the equilibrium interest rate in Moola? What is the level of investment at the equilibrium interest rate? Is there either a recessionary output gap (negative GDP gap) or an inflationary output gap (positive GDP gap) at the equilibrium interest rate, and, if either, what is the amount? Given money demand, by how much would the Moola central bank need to change the money supply to close the output gap? What is the expenditure multiplier in Moola?

Money Supply (\()

Money Demand (\))

Interest Rate (%)

Investment at Interest Rate Shown (\()

Potential Real GDP (\))

Actual Real GDP at Interest

(Rate Shown) ($)

500

500

500

500

500

800

700

600

500

400

2

3

4

5

6

50

40

30

20

10

350

350

350

350

350

390

370

350

330

310

Who are the MPC?

In 1980, the U.S. inflation rate was 13.5 percent, and the unemployment rate reached 7.8 percent. Suppose that the target rate of inflation was 3 percent back then and the full employment rate of unemployment was 6 percent at that time. What value does the Taylor Rule predict for the Fed’s target interest rate? Would you be surprised to learn that the Fed’s targeted interest rate (the federal funds rate) reached 18.9 percent in December 1980?

Suppose that actual inflation is 3 percentage points, the Fed’s inflation target is 2 percentage points, and unemployment is 1 percent below the Fed’s unemployment target. According to the Taylor rule, what value will the Fed want to set for its targeted interest rate?

Refer to Table 16.2 and assume that the Fed’s reserve ratio is 10 percent and the economy is in a severe recession. Also, suppose that the commercial banks are hoarding all excess reserves (not lending them out) because they fear loan defaults. Finally, suppose that the Fed is highly concerned that the banks will suddenly lend out these excess reserves and possibly contribute to inflation once the economy begins to recover and confidence returns. By how many percentage points does the Fed need to increase the reserve ratio to eliminate one-third of the excess reserves? What is the size of the monetary multiplier before and after the change in the reserve ratio? By how much would banks’ lending potential decline as a result of the increase in the reserve ratio?

(1) Reserve Ratio, %

(2)

Checkable Deposits, \(

(3)

Actual Reserves, \)

(4) Required Reserves, \(

(5) Excess Reserve, \)

(3-4)

(6)

Money-Creating Potential of Single Bank, \(=5

(7)

Money-Creating Potential of Banking System, \)

10

20

25

30

20,000

20,000

20,000

20,000

5,000

5,000

5,000

5,000

2,000

4,000

5,000

6,000

3,000

1,000

0

-1,000

3,000

1,000

0

-1,000

30,000

5,000

0

-3,333

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