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Suppose that the Federal Reserve thinks that a stock market bubble is occurring and wants to reduce stock prices. What should it do to interest rates?

Short Answer

Expert verified

If the Federal Reserve wants to reduce the stock prices, it should decrease the interest rates.

Step by step solution

01

Step 1. Explanation

As the expected rate of return increases, the demand for investments increases. With an increase in investment demand, the stock prices rise. Thus, an investment’s rate of return is directly related to its price.

To reduce the price of stocks, the rate of returns on stocks will have to be reduced. Controlling the risk premium is not in the hands of the Federal Reserve because it cannot alter the risk premium. However, the Fed can use its monetary policy to control the risk-free interest rate.

The Fed will increase the money supply in the economy, lowering the federal rates and other interest rates on the short-term government bonds. It will reduce the risk-free interest rate, and the expected rate of return will ultimately fall. Hence, the stock prices will cool down.

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Most popular questions from this chapter

An investment has a 50 percent chance of generating a 10 percent return and a 50 percent chance of generating a 16 percent return. What is the investment’s average expected rate of return?

  1. 10 percent

  2. 11 percent

  3. 12 percent

  4. 13 percent

  5. 14 percent

  6. 15 percent

  7. 16 percent

The interest rate on short-term U.S. government bonds is 4 percent. The risk premium for any asset with a beta = 1.0 is 6 percent. What is the average expected rate of return on the market portfolio?

  1. 0 percent

  2. 4 percent

  3. 6 percent

  4. 10 percent

It is a fact that (1 + 0.12)3 = 1.40. Knowing that to be true, what is the present value of \(140 received in three years if the annual interest rate is 12 percent?

  1. \)1.40

  2. \(12

  3. \)100

  4. $112

Next, consider another pair of assets, C and D. Asset C will make a single payment of \(150 in one year while D will make a single payment of \)200 in one year. Assume that the current price of C is \(120 and that the current price of D is \)180.

c. What are the rates of return of assets C and D at their current prices? Given these rates of return, which asset should investors buy and which asset should they sell?

d. Assume that arbitrage continues until C and D have the same expected rate of return. When arbitrage ends, will C and D have the same price?

Compare your answers to questions a through d before answering question e.

e. We know that arbitrage will equalize rates of return. Does it also guarantee to equalize prices? In what situations will it equalize prices?

What determines the vertical intercept of the Security Market Line (SML)? What determines its slope? And what will happen to an asset’s price if it initially plots onto a point above the SML?

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