The following information is available about two options, A and B.1. Option A is a one-year American Call with strike 55.2 Option B is a one-year European Put with strike price 45.3. Both options are based on the same underlying asset, a non-dividend paying stock.4. Both options come into effect at the same time and expire at t = 1.The following information is also available about the share price:1. The initial value of the share is 50.2. The value of the stock at maturity is also 50.3. The minimum value of the action (from t = 0 to t = 1) is 46.4. The maximum value of the action (from t = 0 to t = 1) is 58.Determine which of the following statements is true. Support your answer.a) Both options A and B are "At - The-Money" at the expiration date. b) Both options A and B are "In-The-Money" atthe expiration date.c) Both options A and B are "Out-Of-The-Money" throughout the entire period.d) Only option A is "In-The-Money" at any time during the period.e) Only option B is "In-The-Money" at any time during the period.

American Call Option: An American call option gives the holder the right to buy an underlying asset…

Answered: The following information is available…

Intermediate Financial Management (MindTap Course List)

13th Edition

ISBN:9781337395083

Author:Eugene F. Brigham, Phillip R. Daves

Publisher:Eugene F. Brigham, Phillip R. Daves

Chapter5: Financial Options

Section: Chapter Questions

Problem 3MC: Consider Triple Play’s call option with a $25 strike price. The following table contains historical...

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A call option (with shares as the underlying asset) was originally purchased for $0.91 and is now trading for $2.62. The exercise price is $35 and the underlying share is currently trading for $37.43. What is the time value of the option? A. $2.43 B. $-1.52 C. $2.62 D. $0.19
In this problem, we derive the put-call parity relationship for European options on stocks that pay dividends before option expiration. For simplicity, assume that the stock makes one dividend payment of $D per share at the expiration date of the option.a. What is the value of a stock-plus-put position on the expiration date of the option?b. Now consider a portfolio comprising a call option and a zero-coupon bond with the same maturity date as the option and with face value (X + D). What is the value of this portfolio on the option expiration date? You should find that its value equals that of the stock-plus-put portfolio regardless of the stock price.c. What is the cost of establishing the two portfolios in parts (a) and (b)? Equate the costs of these portfolios, and you will derive the put-call parity relationship.
1. For each of the following cases, calculate (i) the cashflow paid or received today on entering the position, (ii) the gross payoff at expiry, and (iii) the net payoff from your option trading All options are European style and cover 100 shares in the underlying asset. a) You enter a long call option with a strike price of $6 and premium of $2.30. At expiry, the share price is $7.80. b) You enter a long call option with a strike price of $9 and premium of $0.80. At expiry, the share price is $7.90. c) You enter a short call option with an exercise price of $5 and premium of $0.70. The share price at expiry is $5.40. d) You enter a short call option with an exercise price of $5 and premium of $0.70. The share price at expiry is $4.90. e) You buy a long - put option with a strike price of $10 for a premium of $ 1.20. At expiry, the share price is $8.50. f) You write (i. e., short) a put option with strike price $7 for a premium of $0.60. At expiry, the share price is $5.
Suppose you combine two option contracts as follows. You buy a call option on a stock with an exercise price of $65 for a premium of 9$. At the same time you sell a call option on the same stock with an exercise price of $75 for a premium of $4. Both calls expire at the same time. The stock sells currently at $72. Answer the following questions about this investment strategy: 1. Determinethevalueatexpiration(thepayoffs)andtheprofitunderthefollowingoutcomes: a. The price of the stock at expiration is $78b. The price of the stock at expiration is $69c. Thepriceofthestockatexpirationis$62 2. Determine the following:a. The maximum profit b. The maximum loss 3. Determinethebreakevenstockpriceatexpiration(thestockpriceforwhichyourstrategydeliversno profit and no loss). 4. Depictthepayoffandprofitdiagramsofyourinvestmentstrategy.
A PUT and a CALL option are written on a stock with a strikeprice of $60. The options are held until expiration. Suppose the stock price at expiration is $75. Call premium is $16 and Put premium is $3. The CALL option will ___ because the call is ___. But the PUT option will ___ because the put is ___, with a TIME VALUE of ___.a) Be exercised; in-the-money; not be exercised; out-of-the-money; zerob) not be exercised; out-of-the-money; be exercised; in-the-money; zeroc) Be exercised; in-the-money; not be exercised; out-of-the-money; 1d) Be exercised; in-the-money; be exercised; in-the-money; zeroe) None of the above is correct
Suppose that a call option with a strike price of $48 expires in one year and has a current market price of $5.17. The market price of the underlying stock is $46.25, and the risk-free rate is 1%. Use put-call parity to calculate the price of a put option on the same underlying stock with a strike of $48 and an expiration of one year. The price of a put option on the same underlying stock with a strike of $48 and an expiration of one year is $. (Round to the nearest cent.)
Suppose that a June call option to buy a share for $65 costs $3.5 and is held until June. Under what circumstances will the holder of the option make profit Under what circumstances will the option be exercised? Draw a diagram showing how the profit on a long position in the option depends on the stock price at the maturity of the option.
Consider the following one-year European-style options relating to one share of XYZ stock, currently priced at $100. Which of the following has the largest payoff if the stock price in one year is $99.5? Possible Answers A A cash-or-nothing call with strike price $100. B An asset-or-nothing call with strike price $100. C A cash-or-nothing put with strike price $100. An asset-or-nothing put with strike price $100.
Consider two put options on different stocks. The table below reports the relevant information for both options: Put optionTime to maturityCurrent price of underlying stockStrike priceVolatility ( )X1 year$27$1830%Y1 year$25$2030%All else equal, which put option has a lower premium? A.Put option Y B.Put option X
Suppose that a European call option to buy a share for $100.00 costs $5.00 and is held untilmaturity. Under what circumstances will the holder of the option make a profit? Underwhat circumstances will the option be exercised? Draw a diagram illustrating how the profitfrom a long position in the option depends on the stock price at maturity of the option. Suppose that a European put option to sell a share for $60 costs $8 and is held untilmaturity. Under what circumstances will the seller of the option (the party with the shortposition) make a profit? Under what circumstances will the option be exercised? Draw adiagram illustrating how the profit from a short position in the option depends on thestock price at maturity of the option.
Let C be the price of a call option that enables its holder to buy one share of a stock at an exercise price K at time t; also, let P be the price of a European put option that enables its holder to sale one share or the stock for the amount K at time t. Let S be the price of the stock at time 0. Then, assuming that interest is continuously discounted at a nominal rate r, either S+P-C=Ke-rt or there is an arbitrage opportunity. Question: How do I verify that the strategy of selling one share of stock, selling one put option, and buying one call option always results in a positive win if S+P-C>Ke-rt ?
Assume that the current price of a stock is S0 = 100. An investor holds long one European put option with a strike price of K = 100 and short one European call option with strike K = 105. Both options mature at the same time T. Assume that the stock price at maturity is ST = 102. What is the payoff to the investor? Select one: a. 2 b. 1 c. 0 d. -1 e. -2 f. None of the above

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