Question 1, Version 1
Use the Assignment Question 1 Template to answer this question. It is located in the Assignment Module on Canvas.
Gather adjusted month end prices for a 10-stock portfolio consisting of the stocks listed below for the past 60 months (ending Feb XXXXXXXXXXUse this data to construct a value weighted portfolio. (You can get the market Capitalization data for each company from Yahoo.com). Calculate monthly returns of your portfolio and the S&P 500. (Use VFINX as the proxy for the S&P 500 returns). Assume the monthly risk free rate for the period was .2%. Calculate the portfolio statistics (listed on the template). Use the portfolio statistics, and any other portfolio statistics you wish to calculate, to comment on the risk
eturn relationship of your portfolio versus the S&P XXXXXXXXXXmarks)
Name                                                        Symbol        Â
Verizon Communications Inc.                VZ-US        Â
Ford Motor Company                             F-US Â
Coca-Cola Company                                KO-US        Â
Exxon Mobil Corporation                       XOM-US      Â
Wells Fargo & Company                           WFC-US       Â
A
Vie, Inc.                                             ABBV-US      Â
General Dynamics Corporation             GD-US        Â
Cisco Systems, Inc.                                  CSCO-US      Â
Air Products and Chemicals, Inc. Â Â Â Â Â Â Â Â Â Â Â Â APD-USÂ Â Â Â Â Â Â Â
PPL Corporation                                      PPL-US  Â
Question 2, Version 4
Part A
What will be the weights, the expected return, the variance, and the standard deviation of the minimum variance portfolio combining the stocks below. (Refer the template for Chapter 10, exercise 13 for guidance)
(5 marks)
Â
Stock X
Stock Y
Mean Return
22.0%
14.00%
Variance
.12
.065
Sigma
?
?
Covariance of returns
.03
Â
Â
Question 2, Version 4
Part B
Using 10% increments (0% X, 100% Y, 10% X, 90% Y, etc.) calculate and graph the efficient frontier of the stock portfolios composed of stocks X and Y.
(5 marks)