Chapter 12 – Hedge Fund Investment Strategies
Q1. During a financial crisis, the yield curve flattens and the yield on the 30-year
Treasury bond reached a new low. As a hedge fund manager, suppose you think the
market has overreacted and will eventually correct itself, leading to a steepening in
the yield curve. What trades might you execute in a long/short strategy to take
advantage of the situation?
Q2. Describe how overall risk is determined in an equity long/short investing strategy.
A. The overall risk in an equity long/short strategy is determined by whether a
Q3. Precious metals such as gold and silver experienced significant gains during the
financial crisis as investors purchased tangible assets that have more perceived value
stability. You notice that a gold/silver precious metals closed end fund is trading at
an historically high premium relative to its net asset value, what trade might you
employ to take advantage of the situation (assuming you believe the worst is over).
A. Short the closed-end fund and hedge the trade by going long on gold/silver
Q4. ABC and DEF operate in the same industry and you have just attended a trade show
where they have unveiled their new product lines which are coming out this month.
ABC’s offering looks like a winner whereas you have serious doubts about DEF’s new
products. ABC and DEF both trade at $50 per share. ABC 1 year $50 calls trade at $3
and DEF 1 year $50 calls trade at $4. ABC 1 year $50 puts trade at $3.50 and DEF 1
year $50 puts trade at $3.50. Interest rates are 2%. Neither ABC nor DEF pay
dividends nor are expected to pay dividends in the coming years. As a long/short
hedge fund investor, what options trade should you execute in this scenario?
Q5. Assume you buy $1,000 of a convertible bond at par, which was offered at a 2.5%
discount to its theoretical value. The stock price on the day of purchase is $35, and
carries a 1% dividend yield. The convertible bond has a 4% coupon, a conversion
premium of 20%, and a delta of 56%. Interest income from the short position is
1.5%, and stock borrow cost is 0.25%. During a one-year holding period, the stock
moves 3 times. The percentage change in stock price, corresponding convertible
bond value, and new delta ratio, in sequential order are as follows: +7% / $1,037.12
/ 61%; -5% / $1,012.11 / 58%; +4% / $1,032.71 / 60%. Calculate the returns
generated from this investment after one year, broken out by Income Generation,