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Use the following case in answering Problems 10 – 15 : Mark Washington, CFA, is an analyst with BIC. One year ago, BIC analysts predicted that the U.S. equity market would most likely experience a slight downturn and suggested delta-hedging the BIC portfolio.

As predicted, the U.S. equity markets did indeed experience a downturn of approximately 4% over a 12-month period. However, portfolio performance for BIC was disappointing, lagging its peer group by nearly 10%. Washington has been told to review the options strategy to determine why the hedged portfolio did not perform as expected.

Which of the following best explains a delta-neutral portfolio? A delta-neutral portfolio is perfectly hedged against:

a. Small price changes in the underlying asset.

b. Small price decreases in the underlying asset.

c. All price changes in the underlying asset.

Short Answer

Expert verified

Option c.

Step by step solution

01

Definition of delta neutral portfolio

A delta neutral portfolio is a strategy that uses multiple positions to ensure that the various positive and negative deltas are balanced out and the overall delta becomes zero.

02

Validation of data neutral portfolio  

This portfolio is perfectly hedged against price change in underlying assets but any large asset price change will make this hedge imperfect. This implies that any large price change of underlying asset cans overall portfolio value.

Therefore the correct option is ‘c’.

Any small variation or changes in the underlying asset will not hedge the portfolio, so a. and b. are incorrect options.

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Most popular questions from this chapter

Suppose the value of the S&P 500 Stock Index is currently $1,200. If the one-year T-bill rate is 3% and the expected dividend yield on the S&P 500 is 2%, what should the one-year maturity futures price be? What if the T-bill rate is less than the dividend yield, for example, 1%?

Use the Black-Scholes formula to find the value of a call option on the following stock:

Time to expiration = 6 months

Standard deviation = 50% per year

Exercise price = \(50

Stock price = \)50

Interest rate = 3%

a. How should the parity condition (Equation 17.2) for stocks be modified for futures contracts on Treasury bonds? What should play the role of the dividend yield in that equation?

b. In an environment with an upward-sloping yield curve, should T-bond futures prices on more distant contracts be higher or lower than those on near-term contracts?

c. Confirm your intuition by examining Figure 17.1.

estion: A member of an investment committee interested in learning more about fixed-income investment procedures recalls that a fixed-income manager recently stated that derivative instruments could be used to control portfolio duration, saying, “A futures like position can be created in a portfolio by using put and call options on Treasury bonds.”

a. Identify the options market exposure or exposures that create a “futures-like

position” similar to being long Treasury-bond futures. Explain why the position you created is similar to being long Treasury-bond futures.

b. Explain in which direction and why the exposure(s) you identified in part (a) would affect portfolio duration.

c. Assume that a pension plan’s investment policy requires the fixed-income manager to hold portfolio duration within a narrow range. Identify and briefly explain circumstances or transactions in which the use of Treasury-bond futures would be helpful in managing a fixed-income portfolio when duration is constrained.

The hedge ratio of an at-the-money call option on IBM is .4. The hedge ratio of an at-the-money put option is -6. What is the hedge ratio of an at-the-money straddle position on IBM?

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