Question

In: Accounting

Assume you are long the HSI 28400 - 28600 (Bullish spread)

Assume you are long the HSI 28400 - 28600 (Bullish spread) April Call spread and short the HSI 28400 - 28600 (Bearish spread) June call spread. Assume that a week before the April expiration HSI is at 29600 and that the current (low) interest rates and current volatility will stay the same. What should be the value of the combined position, in index points?

Solutions

Expert Solution

To calculate the value of the combined position, we need to calculate the value of each spread separately and then subtract the value of the June bearish spread from the April bullish spread.

First, let's calculate the value of the April bullish spread:

The long call option with a strike price of 28400 will be in the money by 1200 points (29600 - 28400) and the short call option with a strike price of 28600 will be out of the money. Thus, the value of the April bullish spread will be:

Value of long call option with strike price 28400 = max(29600 - 28400, 0) = 1200
Value of short call option with strike price 28600 = max(0, 0) = 0

Therefore, the value of the April bullish spread will be 1200 index points.

Next, let's calculate the value of the June bearish spread:

The short call option with a strike price of 28400 will be in the money by 1200 points (29600 - 28400) and the long call option with a strike price of 28600 will be out of the money. Thus, the value of the June bearish spread will be:

Value of short call option with strike price 28400 = max(0, 1200 - (29600 - 28400)) = 0
Value of long call option with strike price 28600 = max(0, 0) = 0

Therefore, the value of the June bearish spread will be 0 index points.

Finally, to calculate the value of the combined position, we subtract the value of the June bearish spread from the April bullish spread:

Value of combined position = Value of April bullish spread - Value of June bearish spread
= 1200 - 0
= 1200 index points

Therefore, the value of the combined position will be 1200 index points


the combined position will be 1200 index points

Related Solutions

Suppose you want to establish a bullish spread strategy. The are two call options. The first...
Suppose you want to establish a bullish spread strategy. The are two call options. The first one has X1=$50 and C1=$5. The second one has X2=$40 and C2=$6. When the underlying asset price is S(t)=$45, what is the profit from the strategy? What is the maximum profit of the strategy? What is the minimum payoff of the strategy?
You are bullish about an underlying that is currently trading at a price of $80. You...
You are bullish about an underlying that is currently trading at a price of $80. You choose to go long one call option on the underlying with an exercise price of $75 and selling at $10, and go short one call option on the underlying with an exercise price of $85 and selling at $2. Both the calls expire in three months. What is the term commonly used for the position that you have taken? Determine the value at expiration...
You are in a dinner talking with friends about investing in Netlfix. You are bullish in...
You are in a dinner talking with friends about investing in Netlfix. You are bullish in the stock while your friends are negative. You decide to do a margin purchase on the 1st of May 2019. The price is 380$ per stock and you want to buy 1,000 shares. You decide to purchase on margin as you are very optimistic on this trade. You call your broker and she gives you the following info on the account: Initial Margin Requirement:...
(Chapter 4) You are an individual investor who is bullish on the finance sector of the...
(Chapter 4) You are an individual investor who is bullish on the finance sector of the US equity market. Rather than purchase shares of stock of several individual firms in the sector, you decide to reduce trading costs by purchasing XLF, a US finance sector equity ETF. How can you be confident that the price of the XLF will closely track the net asset value (NAV) of the underlying shares of stock in the benchmark index?
You are long call spread. The initial individual options prices are c(40) = $2.78 and c(45) = $0.97.
You are long call spread. The initial individual options prices are c(40) = $2.78 and c(45) = $0.97. The relevant interest rate is 8.33% and it is 0.25 years to expiry. At expiration, the stock finishes at $44. Calculate the net P&L of the call spread
You are bullish on Telecom stock. The current market price is $50 per share, and you...
You are bullish on Telecom stock. The current market price is $50 per share, and you have $5,000 of your own to invest. You borrow an additional $5,000 from your broker at an interest rate of 8% per year and invest $10,000 in the stock. a. What will be your rate of return if the price of Telecom stock goes up by 10% during the next year? (Ignore the expected dividend.) b. How far does the price of Telecom stock...
You are bullish on Telecom stock. The current market price is $90 per share, and you...
You are bullish on Telecom stock. The current market price is $90 per share, and you have $13,500 of your own to invest. You borrow an additional $13,500 from your broker at an interest rate of 7.8% per year and invest $27,000 in the stock. What will be your rate of return if the price of the stock goes up by 10% during the next year? (Ignore the expected dividend.) Please explain
You are bullish on BL stock. It is currently trading at $50 per share. You have...
You are bullish on BL stock. It is currently trading at $50 per share. You have $6,000 and want to invest as much as possible into this stock. The initial margin requirement for the stock is 40% and the maintenance margin is 25%. The broker charges 5% on borrowed margin funds. A) How many shares can you purchase, if you utilize your margin account fully? B) Suppose in exactly one year, the stock is now trading at $70 and you...
You are bullish on Telecom stock. The current market price is $30 per share, and you...
You are bullish on Telecom stock. The current market price is $30 per share, and you have $6,000 of your own to invest. You borrow an additional $6,000 from your broker at an interest rate of 7% per year and invest $12,000 in the stock.    a. What will be your rate of return if the price of Telecom stock goes up by 5% during the next year? The stock currently pays no dividends. (Negative value should be indicated by...
You are bullish on Telecom stock. The current market price is $10 per share, and you...
You are bullish on Telecom stock. The current market price is $10 per share, and you have $1,000 of your own to invest. You borrow an additional $1,000 from your broker at an interest rate of 8.5% per year and invest $2,000 in the stock. a. What will be your rate of return if the price of Telecom stock goes up by 10% during the next year? (Ignore the expected dividend.) (Round your answer to 2 decimal places.) Rate of...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT