Principles of Corporate Finance
Principles of Corporate Finance
13th Edition
ISBN: 9781260465099
Author: BREALEY, Richard
Publisher: MCGRAW-HILL HIGHER EDUCATION
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Chapter 22, Problem 3PS

Real options True or false?

  1. a. Real-options analysis sometimes tells firms to make negative-NPV investments to secure future growth opportunities.
  2. b. Using the Black–Scholes formula to value options to invest is dangerous when the underlying investment project would generate significant immediate cash flows.
  3. c. Binomial trees can be used to evaluate options to acquire or abandon an asset. It’s OK to use risk-neutral probabilities in the trees even when the asset beta is 1.0 or higher.
  4. d. It’s OK to use the Black–Scholes formula or binomial trees to value real options, even though the options are not traded.
  5. e. A real-options valuation will sometimes reveal that it’s better to invest in a series of smaller plants rather than a single large plant.
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Beta and CAPM Is it possible that a risky asset could have a beta of zero? Explain. Based on the CAPM, what is the expected return on such an asset? Is it possible that a risky asset could have a negative beta? What does the CAPM predict about the expected return on such an asset? Can you give an explanation for your answer?
3. The beta for the risk-free investment is closest to: A) 1. B) 0. C) Unable to answer this question without knowing the risk-free rate. D) Unable to answer this question without knowing the market's volatility.
True or False. and briefly explain. a. Under the Capital Asset Pricing Model (CAPM), if a stock has a zero beta, then it must be identical to the riskfree asset. b. For Value at Risk (VaR) to be useful, the returns have to be normally distributed. c.If the borrowing rate is higher than the lending rate, a particular risk-averse investor can achieve a maximized utility score of UC* by choosing optimally. Now if the borrowing rate is equal to the lending rate, this investor must be able to achieve a utility score higher than UC*
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