Question

The time value of 6-month European-style call options is highest for

The time value of 6-month European-style call options is highest for

Homework Answers

Answer #1

The time value of 6-month European -style call option is highest for at-the-money option with zero intrinsic value.

Time value of option is also known as the extrinsic value which maainly depends on two factors such as (1) time remaining until expiration and

(2) how close the option price is to the strike price.

As there is no difference between strike price and underlying price in at-the-money option. Thus, the time value of 6-month European style option is highest for at-the-money option.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
what should the effect of increasing interest rates be on the price of a 3-month European-style...
what should the effect of increasing interest rates be on the price of a 3-month European-style put option? What about for a 3-month European-style call option? Why?
a) Explain and discuss the parameters that influence the price of European-style options and the nature...
a) Explain and discuss the parameters that influence the price of European-style options and the nature of their impact. b) Discuss ways in which a put or a call option may be used in hedging and speculation.                                                                                                                                    
Suppose that a 6-month European call A option on a stock with a strike price of...
Suppose that a 6-month European call A option on a stock with a strike price of $75 costs $5 and is held until maturity, and 6-month European call B option on a stock with a strike price of $80 costs $3 and is held until maturity. The underlying stock price is $73 with a volatility of 15%. Risk-free interest rates (all maturities) are 10% per annum with continuous compounding. Use put-call parity to explain how would you construct a European...
The current price of a stock is $105, and three-month European call options with a strike...
The current price of a stock is $105, and three-month European call options with a strike price of $107 currently sell for $5.20. An investor who feels that the price of the stock will increase is trying to decide between buying 100 shares and buying 1,500 call options. Both strategies involve an investment of $10,500. Question What advice would you give if the stock price increased to $120? How high does the stock price have to rise for the option...
1. Tucker Inc. common stock currently trades for $90/share. 6-month European put options on the stock...
1. Tucker Inc. common stock currently trades for $90/share. 6-month European put options on the stock have an exercise price and premium of $93 and $4, respectively. The annual risk free rate is 2%. What should be the value of a 6-month European call option on the stock with an exercise price of $93 according to put-call parity? Round intermediate steps to four decimals and your final answer to two decimals. a. 7.90 b. 0.065 c. 1.93 d. 2.84 e....
A financial institution has just bought 6-month European call options on the Chinese yuan. Suppose that...
A financial institution has just bought 6-month European call options on the Chinese yuan. Suppose that the spot exchange rate is 14 cents per yuan, the exercise price is 15 cents per yuan, the risk-free interest rate in the United States is 2% per annum, the risk-free interest rate in China is 4% per annum, and the volatility of the yen is 12% per annum. Calculate vega of the financial institution’s position. Check the accuracy of your vega estimate by...
A financial institution has just bought 6-month European call options on the Chinese yuan. Suppose that...
A financial institution has just bought 6-month European call options on the Chinese yuan. Suppose that the spot exchange rate is 14 cents per yuan, the exercise price is 15 cents per yuan, the risk-free interest rate in the United States is 2% per annum, the risk-free interest rate in China is 4% per annum, and the volatility of the yen is 12% per annum. Calculate vega of the financial institution’s position. Check the accuracy of your vega estimate by...
A financial institution has just bought 6-month European call options on the Chinese yuan. Suppose that...
A financial institution has just bought 6-month European call options on the Chinese yuan. Suppose that the spot exchange rate is 14 cents per yuan, the exercise price is 15 cents per yuan, the risk-free interest rate in the United States is 2% per annum, the risk-free interest rate in China is 4% per annum, and the volatility of the yen is 12% per annum. Calculate vega of the financial institution’s position. Check the accuracy of your vega estimate by...
Stock currently trades for $30.63, strike price is $30.96, the 6 month European call trades at...
Stock currently trades for $30.63, strike price is $30.96, the 6 month European call trades at $2, risk free rate is 6% per annum, calculate the price for the 6 month European put using put-call parity. The stock does not pay dividends. Keep your answer to two decimal places.
As a financial analyst at JPMorgan Chase investments, you are evaluating European call options and put...
As a financial analyst at JPMorgan Chase investments, you are evaluating European call options and put options using Black Scholes model. Suppose BMI’s stock price is currently $75. The stock’s standard deviation is 7.0% per month. The option with exercise price of $75 matures in three months. The risk-free interest rate is 0.8% per month. Please answer the following questions. Please choose all correct answers. 1. The price of the European call option is $13.14 2. The price of the...