Exam 4: Pricing Forwards Futures II

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Commodity forward contracts differ from financial forwards in the following manner:

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A

If the stock market index is at a level of 1,120 and the one-year forward on the index is 1,210, what is the implied repo rate in continuously-compounded terms (assuming zero dividends on the index)?

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C

Stock B is trading at $1100. The risk-free rate is 1% for all maturities and the average dividend on the stock is $10 each quarter-end. What is the six-month forward price of the stock, assuming interest calculations are on a continuously-compounded basis?

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B

Consider futures on a stock market index. Which of the following scenarios is most likely to increase the futures-spot basis?

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Forward pricing by replication depends on the following assumption:

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The spot price trades at a bid/ask quote of 100-101 (you can buy at 101 and sell at 100). The one-year forward trades at 99-101.90 (you can buy forward at 101.90 and sell forward at 99). If the simple interest rate for one year is 2%, which of the following statements is most accurate?

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Using the spot and forward markets to borrow at the implied repo rate entails

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You are long a forward on the S&P 500 index that you entered into two months ago and has a month left to maturity. If the one-month rate of interest increases, then, ceteris paribus,

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Two stocks, A and B, have expected returns for one year of −10%- 10 \% and +10%+ 10 \% respectively. The stocks have identical prices of $100 each, do not pay dividends, and the one-year risk-free rate of return is 2% in simple terms. The one-year forward prices of the two stocks are:

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The spot price trades at the following bid/ask quote: 100-101 . If the simple interest rate for one year is 2%, which of the following statements is most accurate?

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Stock A has a spot price of $50. It is expected to appreciate by 2% over the next quarter. The risk-free rate for the next quarter is 2% in continuously-compounded and annualized terms, and the quarterly continuous dividend payment is also 2% in continuously-compounded and annualized terms. The three-month forward price is

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Backwardation becomes more likely when, ceteris paribus,

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A commodity has a spot price of $25 and a one-month forward price of $25.02. The one-month risk-free rate is 2% in continuously compounded and annualized terms. Assuming no other costs or benefits of carry on the commodity, what must be the lower bound on the convenience yield that prevents arbitrage?

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The volatility of a stock index falls sharply, the index drops in value, and its expected return increases. Assuming all else (dividend yield, interest rates, etc.) are constant, which of the following is true?

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If the implied repo rate is lower than the borrowing rate RbR _ { b } and the lending rate RℓR _ {\ell } for the same maturity, what strategy would you adopt to undertake an arbitrage?

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CAP Inc.'s stock is trading at $40. Its beta in the capital asset pricing model (CAPM) is 1.3. The one-year risk-free rate of interest is 2% and the equity premium for one year is assumed to be 6%, both in simple terms. The stock pays no dividends. Use simple interest for compounding. The one-year forward price of CAP's stock is:

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If there is a convenience yield, then the following is true of the forward price:

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The risk-free interest rate drops but the futures on a stock market index rises. Which of the following statements is the most accurate?

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Which of the following statements about index futures is false?

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For commodity forwards and futures, which of the following statements is valid?

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