Reference no: EM131104504
Problem 1: The following table shows the nominal returns on U.S. Stocks and the rate of inflation:
Year |
Nominal Return (%) |
Inflation (%) |
2004 |
12.5 |
3.3 |
2005 |
6.4 |
3.4 |
2006 |
15.8 |
2.5 |
2007 |
5.6 |
4.1 |
2008 |
-37.2 |
0.1 |
a) What was the standard deviation of the market returns?
b) Calculate the average real return.
Problem 2: "Each of the following statements is dangerous or misleading. Explain why.
a. A long-term United States government bond is always absolutely safe.
b. All investors should prefer stocks to bonds because stocks offer higher long-run rates of return.
c. The best practical forecast of future rates of return on the stock market is a 5- or 10-year average of historical returns.
Problem 3: Suppose that the Treasury bill rate were 6% rather than 4%. Assume that the expected return on the market stays at 10%. Use the betas in Table 8.2 (p. 193) - also provided below.
a. Calculate the expected return from Dell.
b. Find the highest expected return that is offered by one of these stocks.
c. Find the lowest expected return that is offered by one of these stocks.
d. Would Ford offer a higher or lower expected return if the interest rate were 6% rather than 4%? Assume that the expected market return stays at 10%.
e. Would Exxon Mobil offer a higher or lower expected return if the interest rate were 8%?
Problem 4: "Some true or false questions about the APT:
a. The APT factors cannot reflect diversifiable risks.
b. The market rate of return cannot be an APT factor.
c. There is no theory that specifically identifies the APT factors. d. The APT model could be true but not very useful, for example, if the relevant factors change unpredictably.
Respond to each question - true or false - and why."
Acceptance-rejection method to generate
: Obtaining uniform random numbers as instructed at the beginning of the Problems section, use the acceptance-rejection method to generate three random observations from the triangular distribution used to illustrate this method in Sec. 22.4.
|
How would you prepare to work with individuals
: How would you prepare to work with individuals from this culture in order to respect their culture?
|
Video case-greater chicago food depository
: Forty millions pounds of food is disposed annually through the 600-member nonprofit agencies. What are the 600-member nonprofit agencies called in the supply chain?
|
Consider the discrete random variable
: Consider the discrete random variable X that is uniformly distributed (equal probabilities) on the set {1, 2, . . . , 9}. You wish to generate a series of random observations xi (i = 1, 2, . . .) of X.
|
Calculate the expected return from dell
: Calculate the expected return from Dell. Find the highest expected return that is offered by one of these stocks. Find the lowest expected return that is offered by one of these stocks.
|
Midpoint method-what is the price elasticity of demand
: The data in the table above give two points on the demand curve for pizza. Using the midpoint method when the price of a pizza falls from $10 to $9, what is the price elasticity of demand? 0.5, 0.6, 0.9. 2.1. 8.6 The values on the table: Price for pi..
|
Random observations from the probability distribution
: (a) Prepare to do this by generating 16 random integer numbers from the mixed congruential generator, xn+1 ≡ (5xn + 3) (modulo 16) and x0 = 1.
|
Question regarding the elasticity of supply
: Suppose an economist stated that "food stamps serve only to drive food prices higher, not increase the quantity of food available to the poor." For this statement to be true, identify what the elasticity of supply would have to be and explain why.
|
Generate one random observation from an erlang distribution
: Obtaining uniform random numbers as instructed at the beginning of the Problems section, generate four random observations from an exponential distribution with mean = 1.
|