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1. Trader A enters into futures contracts to buy 1 million euros for 1.4 million dollars in three months. Trader B enters in a forward contract to do the same thing. The exchange (dollars per euro) declines sharply during the first two months and then increases for the third month to close at 1.4300. Ignoring daily settlement, what is the total profit of each trader? When the impact of daily settlement is taken into account, which trader does better?

Answer: When we ignore daily settlement each trade receives a total profit of $30,000. When the impact of daily settlement is taken into account trader B would in theory do better because he entered into a forward contract instead of a futures contract like investor B. Futures contracts are subject to margin calls, so in the first two months when the exchange declined sharply investor B would have received a margin call and had to put in more capital to keep his position.

2. The current price of a stock is $94, and three-month call options with a strike price of $95 currently sell for $4.70. An investor who feels that the price of the stock will increase is trying to decide between buying 100 shares and buying 2,000 call options (20 contracts). Both strategies involve an investment of $9,400. What advice would you give? How high does the stock price have to rise for the options strategy to be profitable?

Answer: The stock price would need to rise $5.71 to $99.71 per share in order for the options strategy to be profitable, and at that stock price the options strategy would only receive a 0.01 profit per option. My advice on this decision would be to invest in the 100 shares of stock instead of the options strategy. Investing in the options strategy can yield more profit than in shares of stock but the stock price must increase a lot for this to happen. To be specific, the stock price has to increase around

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