If you owned a stock position how would you construct a “collar” strategy with options?
We own a stock position.
We construct a collar strategy by purchasing a protective put option and selling a call option above the market price.
Example:
Let's say we own 100 shares of a stock at $50 per share.
To protect this stock position from the downside risk, we can purchase a put option at the desired strike price. Let say we need protection only if the stock price drops below $48. We can purchase a put option with a strike price of $48. We pay a premium for this protective put.
To reduce the cost of this protective put, we sell a call option above the market price. For example, we can sell a $52 strike price call option with the same expiry as that of the put option and collect some premium. The premium collected from selling the call option somewhat offsets the premium paid to the put option. By selling a call option we are giving up the upside potential of the stock beyond $52.
If you owned a stock position how would you construct a “collar” strategy with options?
a. How many option and stock positions are involved in a zero-cost covered collar? b. State whether each option/stock position is long or short. c. Explain why the strategy is called a zero-cost.
NEED HELP WITH BOTH QUESTIONS!!!! 4. In a collar trading strategy, the strike price of the put $45, and the strike price of the call is $75. The put and call premiums are $1.50 and $2.50 respectively. If the stock price at the maturity of the options is $80, what is the net payoff from the strategy? A. Loss of $4 B. Loss of $5 C. Loss of $6 D. Gain of $1 E. Gain of $2 5. For the...
You have $100,000 to invest. Your investment strategy must include at least two options on a stock of your choice (all options must be on the same stock). They can be either calls or puts or both, with any strike price, as long as all options in your portfolio expire on the same date, and that date is no earlier than June 2020. You can build spreads, straddles, collars, etc. – your choice. Buy them or write them – your...
The current price of the Gilead stock is $77 per share. Consider an option strategy, which consists of following positions: Selling one put option on the Gilead stock with the strike price of $75. The price of this put option is $3.44. Buying one put option on the Gilead stock with the strike price of $72. The price of this option is $2.24. Buying one call option on the Gilead stock with the strike price of $81. The price of...
What is a real options strategy? How can companies use this strategy in their organizations?
During our current stock market volatility, discuss how you would use options by providing an example.
When is it appropriate for an investor to purchase a butterfly spread? Suppose three put options on a stock have the same expiration date and strike prices of $65, $70, and $75. The market prices are $3.50, $6, and $7.50, respectively. Explain how a butterfly spread can be created. Construct a table showing the profit from the strategy. For what range of stock prices would the butterfly spread lead to a loss? When is it appropriate for an investor to...
You would like to be holding a protective put position on the stock of XYZ Co. to lock in a guaranteed minimum value of S105 at year. end XYZ currently sells for $105. Over the next year the stock price will increase by 9% or decrease by 9%. The T-bill rate is 7%. Unfortunately, no put options are traded on XYZ Co. a. Suppose the desired put option were traded. How much would it cost to purchase? (Do not round...
Question #3: You would like to be holding a protective put position on the stock of XYZ Company to lock in a guaranteed minimum value of $100 at year-end. XYZ currently sells for $100. Over the next year, the stock price will either increase by 10% or decrease by 10%. The T-Bill rate is 5.0%. Unfortunately, no put options are traded on XYZ Co. Suppose the desired put option were traded. How much would it cost to purchase?
A bank has short position for 1,000 options on a stock. Each option has delta of 0.45 and a gamma of 5. (a) What is the delta of the bank position? How many shares are needed for a delta-neutral position? (b) A traded option on the stock (Option 1) has a delta of 0.6, and a gamma of 0.5. How can the bank position be made delta and gamma neutral?