Homework Answers
Higher; Higher
A higher volatility will increase the option premium because there is a higher chance that the option will become in the money. This gives a higher chance for the option holder to make profit. Therefore, they need to pay a higher premium.
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the call option premium and the _ _ the put option premium. The greater the volatility...
number 15 4 point Q14. The call premium for a 3-month stock option with a strike...
number 15
4 point Q14. The call premium for a 3-month stock option with a strike of ¥5,400 is ¥227. The current market price of the stock is ¥5,200 and the interest rate is 4%. There are no dividends. Calculate the put premium. Your answer 4 poir Q15. Using the information from Q14, approximate the option implied volatility of the underlying stock. Your answer
6. A call option has an exercise price of $45 and a premium of $4. If...
6. A call option has an exercise price of $45 and a premium of $4. If the price of the underlying stock is $60, the total payoff of the option is ____? 7. A put option has an exercise price of $20 and a premium of $2. If the price of the underlying stock is $11, what of the total payoff of the option? 8. You write a call option with an exercise price of $67 and a premium of...
• Long cury strangle Call option premium - 50.03., Put option premium - $0.02 € Call...
• Long cury strangle Call option premium - 50.03., Put option premium - $0.02 € Call option strike price 1.25/6, Put option strike price $1.15 € Option contract size - €62,500 Draw graphs of call option, put option, and straddle Mark BE point and Strike prices Mark each premium 1 S105 S 15E $1.20 € $1.25 € $1.30/E Long call option Spot exchange rate Exercise (NY) Holder's net profit per unit Exercise (NY Holder's net profit per unit Net profit...
• Short currency strangle . Call option premium - $0.03/€, Put option premium - $0.028€ Call...
• Short currency strangle . Call option premium - $0.03/€, Put option premium - $0.028€ Call option strike price = $1.15/€, Put option strike price - $1.05/€ Option contract size = €62,500 Draw graphs of call option, put option, and straddle • Mark BE point and Strike prices • Mark each premium $1.05/€ $1.10/€ $1.15/€ | $1.20/€ $1.25/€ $1.30/€ Spot exchange rate Does holder exercise? Sell call option Holder's net profit per unit Seller's net profit per unit Does holder...
Question 7: 1. Both a call option and a put option are currently traded on stock...
Question 7:
1. Both a call option and a put option are currently traded on stock AXT. Both options have a strike price of $90 and maturity (T) of three months. The call premium (Co) is $2.75, the put premium (Po) is $4.12, and the underlying stock price (So) is $89.50. Assume that you trade one contract that has 100 shares when you calculate profit or loss. What will be your profit (or loss) if you take a long position...
In expectation of increased price volatility, you purchased a at-the-money call option and at the same time bought a at-the-money put option with common exercise prices of $15. Option premium at $3 ea...
In expectation of increased price volatility, you purchased a at-the-money call option and at the same time bought a at-the-money put option with common exercise prices of $15. Option premium at $3 each. Your strategy is known as a_____? Please draw out the payoff-profile of this strategy and clearly state all key info. What is the maximum $ would you lose with this strategy?
Find the fair value of an European call option and an American put option using the...
Find the fair value of an European call option and an American put option using the incoherent and coherent binomial option tree if the underlying asset pays dividend of 4 PLN in one and half month. The initial stock price is 60 PLN, the strike price of 58 PLN is expiring at the end of the third month, the continuously compounded risk-free interest rate is 10% per annum, and the stock volatility is 20%.
Problem 1: - Using the Black/Scholes formula and put/call parity, value a European put option on...
Problem 1: - Using the Black/Scholes formula and put/call parity, value a European put option on the equity in Amgen, which has the following characteristics. Expiration: Current stock price of Amgen: Strike Price: Volatility of Amgen Stock price: Risk-free rate (continuously compounded): Dividends: 3 months (i.e., 60 trade days) $53.00 $50.00 26% per year 2% None If the market price of the Amgen put is actually $2.00 per share, is the above estimate of volatility higher or lower than the...
Long currency straddle Call option premium = $0.05/€, Put option premium = $0.05/€ Strike price =...
Long currency straddle Call option premium = $0.05/€, Put option premium = $0.05/€ Strike price = $1.10/€, Option contract size = €62,500 Draw graphs of call option, put option, and straddle Mark BE point and Strike prices Mark each premium Spot exchange rate $1.00/€ $1.05/€ $1.10/€ $1.15/€ $1.20/€ $1.25/€ Long call option Exercise (N/Y) Holder’s net profit per unit Long put option Exercise (N/Y) Holder’s net profit per unit Net profit Net profit per unit (graph) Short currency straddle Call...
8. The five factors affecting prices of call and put options Both call and put options...
8. The five factors affecting prices of call and put options Both call and put options are affected by the following five factors: the exercise price, the underlying stock price, the time to expiration, the stock’s standard deviation, and the risk-free rate. However, the direction of the effects on call and put options could be different. Use the following table to identify whether each statement describes put options or call options: Statement Put Option Call Option 1. An increase in...
number 15
4 point Q14. The call premium for a 3-month stock option with a strike of ¥5,400 is ¥227. The current market price of the stock is ¥5,200 and the interest rate is 4%. There are no dividends. Calculate the put premium. Your answer 4 poir Q15. Using the information from Q14, approximate the option implied volatility of the underlying stock. Your answer
• Long cury strangle Call option premium - 50.03., Put option premium - $0.02 € Call option strike price 1.25/6, Put option strike price $1.15 € Option contract size - €62,500 Draw graphs of call option, put option, and straddle Mark BE point and Strike prices Mark each premium 1 S105 S 15E $1.20 € $1.25 € $1.30/E Long call option Spot exchange rate Exercise (NY) Holder's net profit per unit Exercise (NY Holder's net profit per unit Net profit...
• Short currency strangle . Call option premium - $0.03/€, Put option premium - $0.028€ Call option strike price = $1.15/€, Put option strike price - $1.05/€ Option contract size = €62,500 Draw graphs of call option, put option, and straddle • Mark BE point and Strike prices • Mark each premium $1.05/€ $1.10/€ $1.15/€ | $1.20/€ $1.25/€ $1.30/€ Spot exchange rate Does holder exercise? Sell call option Holder's net profit per unit Seller's net profit per unit Does holder...
Question 7:
1. Both a call option and a put option are currently traded on stock AXT. Both options have a strike price of $90 and maturity (T) of three months. The call premium (Co) is $2.75, the put premium (Po) is $4.12, and the underlying stock price (So) is $89.50. Assume that you trade one contract that has 100 shares when you calculate profit or loss. What will be your profit (or loss) if you take a long position...
Problem 1: - Using the Black/Scholes formula and put/call parity, value a European put option on the equity in Amgen, which has the following characteristics. Expiration: Current stock price of Amgen: Strike Price: Volatility of Amgen Stock price: Risk-free rate (continuously compounded): Dividends: 3 months (i.e., 60 trade days) $53.00 $50.00 26% per year 2% None If the market price of the Amgen put is actually $2.00 per share, is the above estimate of volatility higher or lower than the...
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