



Study with the several resources on Docsity
Earn points by helping other students or get them with a premium plan
Prepare for your exams
Study with the several resources on Docsity
Earn points to download
Earn points by helping other students or get them with a premium plan
Community
Ask the community for help and clear up your study doubts
Discover the best universities in your country according to Docsity users
Free resources
Download our free guides on studying techniques, anxiety management strategies, and thesis advice from Docsity tutors
Material Type: Exam; Professor: Harris; Class: Investments; Subject: Finance; University: University of Delaware; Term: Fall 2006;
Typology: Exams
1 / 7
This page cannot be seen from the preview
Don't miss anything!
Sample Final Exam—FINC
Multiple Choice Use the expected returns and standard deviations described below to answer questions 1 and 2.
Security
Expected Return
Standard Deviation A 15.0% 4.00% B 12.0% 10.00% C 14.0% 6.25%
a) security A b) security B c) security C d) The answer cannot be determined from the information given
a) security A b) security B c) security C d) The answer cannot be determined from the information given
Security
Expected Return
Standard Deviation Risk-free 8.0% 0.0% X 16.0% 12.0%
Based on this information, which of the following investments would provide an expected return of 22.0%?
a) Invest 25% of your money is security X and 75% in the risk-free security b) Invest 75% of your money is security X and 25% in the risk-free security c) Borrow 25% at the risk-free rate and take a margin position of 125% in security X d) Borrow 75% at the risk-free rate and take a margin position of 175% in security X
a) Negative b) Positive c) Zero d) Diversification is unrelated to the correlation between securities
a) 12.0% b) 13.8% c) 18.0% d) 21.6%
a) 9.57% b) 6.89% c) 4.01% d) 2.89%
a) $90. b) $118. c) $137. d) $112.
a) The point of tangency between the investor’s indifference curve and the capital allocation line b) The point of tangency between the investor’s indifference curve and the minimum variance portfolio c) The point of tangency between the investor’s indifference curve and the efficient frontier d) The point of tangency between the efficient frontier and the capital allocation line
a) Security returns have zero autocorrelation. b) Security returns have positive autocorrelation. c) Security returns have negative autocorrelation.
Problems
Security
Expected Return
Standard Deviation Risk-free 4.0% 0.0% Intel 19.5% 22.3% GM 14.0% 16.1%
a) Calculate the expected return of a portfolio that invests 65% in Intel and 35% in GM.
b) Calculate the standard deviation of the portfolio described in part (a).
c) Calculate the reward-to-variability ratios for each of the risky securities.
2. Short Sales You believe Amazon.com stock is overvalued and you hope to profit from this by short selling the stock. The current stock price is $75 per share. Your broker informs you that they require an initial margin rate of 55% and a maintenance margin rate of 40%. Answer the questions below based on this information.
a) What is the maximum number of shares your broker will allow you to short sell if you place $25,000 in your margin account?
b) Suppose you place the $25,000 in your margin account, but decide to short sell only 400 shares. What will be the return on your position if the stock price drops to $66 per share?
c) Again, assume you enter into the short sale position described in part (b). At what price would you receive a margin call from your broker?
3. Portfolio Theory and the Capital Asset Pricing Model Use the security information below to answer questions (a) through (e)
Expected Return Std.Deviation Risk-Free 3.0% 0.0% Market 18.0% 21.0% Security 1 24.0% 29.5% Security 2 11.5% 13.2%
b) Consider an additional security, X , with an expected return of 22.5%, a standard deviation of 31.0%, and a beta of 1.3. Given the information above, is the existence of security X consistent with CAPM in equilibrium? Explain your answer.
c) You would like to create a portfolio that earns an expected return of 21.0% by combining the market portfolio and the risk-free security. Calculate the positions (weights) in the market and the risk-free that would be required in order to achieve this objective? Interpret these weights.
AND standard deviation of a portfolio that invests 40% in Security 1 and 60% in Security 2.
e) Plot securities 1 and 2 on the expected return – standard deviation graph to the right. Add the security described in question (e) to the graph. Based on these points, draw the approximately investment opportunity set that is created by all realizable combinations of Securities 1 and 2.
E(R)
Std. Dev.
6. Options and Futures
Long 1 $55 put Long 1 $50 put Short 1 $45 put Short 1 $60 put