An investor holds a long position in two call options that are currently worth $8 and $3.
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Question:
An investor holds a long position in two call options that are currently worth $8 and $3. The respective strike prices are $55 and $65. He also holds a short position on two call options worth $5 at a strike price of $60. These four options are attached to the same (underlying) security and have the same expiration date.
- Draw a graph presenting the investor's strategy. (0.5 points)
- What do you call the strategy followed by the investor. (0.25 points)
- Construct a table showing the winning profile of this strategy. (1.25 points)
- For what price levels (or price ranges) of stock would this strategy lead to positive net gains? (0.5 points)
Exercise 4 (2.5 points)
XYZ stock is currently trading for $50 per share. The stock does not pay any dividend. A one-year European call option on XYZ stock with a strike price of $46 is currently trading for $7. The risk-free interest rate is 5%.
The one-year European put option on XYZ stock and strike price of $46 is trading at $1.
- Is there an arbitrage opportunity? (1.25 points)
- If yes, determine how to exploit it? (0.75 points)
- What would be the net gain from this strategy? (0.5 points)
Related Book For
Introduction to Corporate Finance What Companies Do
ISBN: 978-1111222284
3rd edition
Authors: John Graham, Scott Smart
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