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2 |
>CHAPTER
|
| |
8 |
– PROBLEM
| 6 |
|
| Chapter 8 |
6. |
The following are the historic returns for the
| Chelle Computer |
Company:
Year |
Chelle Computer
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General Index |
| 1 |
|
| 3 |
7
1
|
| 5 |
2
| 9 |
| 13 |
3
–
| 11 |
1
|
|
| 4 |
4 8
| -9 |
5 11
|
| 12 |
6 4 9
Based on this information, compute the following: |
|
|
|
| a. |
The correlation coefficient between Chelle Computer and the General Index. |
|
|
|
|
| b. |
The beta for the Chelle Computer Company |
CHAPTER 8 – PROBLEM 8
Chapter 8
8. |
As an equity analyst, you have developed the following return forecasts and risk estimates for two |
different stock mutual funds (
| Fund T |
and
Fund U |
):
Forecasted Return |
CAPM Beta |
Fund T
9.
| 0 |
%
1.
| 20 |
Fund U
|
| 10 |
.
0%
0.80 |
a. |
If the risk-free rate is 3.9 percent and the expected market risk premium (i.e. E( RM) – RFR) |
is 6.1 percent, calculate the expected return for each mutual fund according to the CAPM. |
b.
Using the estimated expected returns from Part a along with your own return forecasts, |
demonstrate whether Fund T and Fund U are currently priced to fall directly on the |
security market line (SML), above the SML or below the SML. |
|
|
| c. |
According to your analysis, are Funds T and U overvlued, undervalued or properly valued? |
CHAPTER 8 – PROBLEM 10
Chapter 8
10.
Draw the security market line for each of the following conditions: |
a.
(1) RFR = 0.08; RM(proxy) – 0.12 |
(2) Rz = 0.06; RM(true) = 0.
| 15 |
b.
| Rader Tire |
has the following results for the last six periods. Calculate and compare
the betas using each index. |
RATES OF RETURN |
Rader Tire
Proxy Specific Index |
True General Index |
Period |
|
| (%) |
(%) (%)
1
29 |
12 15
2 12 10 13
3
-12 |
-9
-8 |
4
17 |
14 |
18 |
5 20
25 |
28 |
6
-5 |
-10 |
0
c.
If the current period return for the market is 12 percent and for Rader Tire it is 11 |
percent, are superior results being obtained for either index beta? |
|
| CHAPTER 9 |
– PROBLEM 3
CHAPTER 9
3. |
You have been assigned the task of estimating the expected returns for three different stocks: |
| QRS |
,
TUV |
, and
WXY |
. Your preliminary analysis has established the historical risk premiums
associated with three risk factors that could potentially be included in your calculations: |
the excess return on a proxy for the market portfolio (
| MKT |
), and two variables capturing
general macroeconomic exposures (
| MACRO1 |
and
MACRO2 |
). These values are:
ƛMKT=
| 7. |
5%, ƛMACRO1= -0.3%, and ƛMACRO2= 0.6%. You have also estimated the following
factor betas (i.e. loadings) for all three stocks with respect to each of these potential risk factors: |
FACTOR LOADING |
Stock |
MKT MACRO1 MACRO2
QRS
1.24 |
-0.42 |
| 0.00 |
TUV
0.91 |
0.54 |
0.23 |
WXY
1.03 |
-0.09 |
0.00
a.
Calculated expected returns for the three stocks using just the MKT risk factor. Assume |
a risk-free rate of 4.5%. |
b.
Calculate the expected returns for the three stocks using all three risk factors and the same |
4.5% risk-free rate. |
c.
Discuss the differences between the expected return estimates from the single-factor model |
and those from the multifactor model. Which estimates are most likely to be more useful |
in practice? |
d. |
What sort of exposure might MACRO2 represent? Given the estimated factor betas, is it |
really reasonable to consider it a common (i.e. systematic) risk ractor? |
CHAPTER 9 – PROBLEM 5
CHAPTER 9
5. |
Suppose that three stocks (A, B, and C) and two common risk factors (1 and 2) have the |
following relationship: |
E( RA)= |
(1.1)ƛ1 + (0.8)ƛ2 |
E( RB)= |
(0.7)ƛ1 + (0.6)ƛ2 |
E( RC)= |
(0.3)ƛ1 + (0.4)ƛ2 |
a.
If ƛ1 = 4% and ƛ2 = 2%, what are the prices expected next year for each of the stocks? |
Assume that all three stocks currently sell for $30 and will not pay a dividend in the next |
year. |
b.
Suppose that you know that next year the prices for Stocks A, B, and C will actually be |
$31.50, $35.00, and $30.50. Create and demonstrate a riskless, arbitrage investment to |
take advantage of these mispriced securities. What is the profit from your investment? |
You may assume that you can use the proceeds from any necessary short sale. |
CHAPTER 9 – PROBLEM 7
CHAPTER 9
7. a.
Using regression analysis, calculate the factor betas of each stock associated with each of the |
common risk factors. Which of these deviation of the estimated factor correlation coefficients |
are stafiscally significant? |
b.
How well does the factor model explain the variation in portfolio returns? On what basis can |
you make an evaluation of this nature? |
c.
Suppose you are now told that the three factors in Exhibit 9.12 represent the risk exposures in |
the Fama-French characteristic-based model (i.e., excess market, SMB, and HML). Based on |
your regression results which one of these factors is the most likely to be the market factor? |
Explaint why. |
d. |
Suppose it is further revealed that Factor 3 is the HML factor. Which of the two portfolios is |
most likely to be a growth-oriented fund and which is the value-oriented fund? Explain why. |
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