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Derivatives Study Set 1
Quiz 7: Options Markets
Path 4
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Question 1
Multiple Choice
For a call and a put written on the same underlying but at at possibly different strike prices,
Question 2
Multiple Choice
You have a long position in a stock that you purchased for $100, and a short position in a put option on the same stock at strike K = 100. At maturity the stock price is $95, and you liquidate your stock and option positions. Your gross payoff (cash flow) is
Question 3
Multiple Choice
Which of the following is a valid completion of the sentence-"An American option ..."?
Question 4
Multiple Choice
The value of the following position for options at the same strike price is always zero:
Question 5
Multiple Choice
You have a portfolio with long positions in both puts and calls. The volatility in the market rises.
Question 6
Multiple Choice
If you believe that stock prices are going to fall for sure, then given a fixed amount of capital, you should
Question 7
Multiple Choice
You have $100 to invest in a stock (or options on the stock) . The stock is trading for $100. The three-month 100-strike calls on the stock are trading at $4 each. The minimum stock price you expect to see after three months is $60. What is the worst case return on investment you can possibly end up with using stock and/or options?
Question 8
Multiple Choice
If your directional view is that stock prices are going to fall, you should
Question 9
Multiple Choice
You hold the following portfolio: a long position in a European call option on gold with a strike of $975 per oz, a short position in a European put option on gold with a strike of $975 per oz, and a short forward position in gold with a delivery price of $1,000 per oz. All three contracts expire in one month. The value of your position is
Question 10
Multiple Choice
You sold a call option at strike 105 for a price of $3 and sold a put option at strike 95 for a price of $2, both options with the same maturity. In what range of stock prices at maturity will you make money or not lose (on your net payoff) ?