Suppose an investor purchases a 3-month call option and a 3-month put option on ABC stock. The the call option is $60; the strike of the put option is $65. Suppose the price of the put option is $4.2 price of the call option is $3.50. a. Suppose the price of ABC stock at option expiry is $62 per share. What is the payoff and profit/lc both options positions? b. What is the maximum profit the investor could have earned on his call option position? On the putt

Suppose an investor purchases a 3-month call option and a 3-month put option on ABC stock. The the call option is $60; the strike of the put option is $65. Suppose the price of the put option is $4.2 price of the call option is $3.50. a. Suppose the price of ABC stock at option expiry is $62 per share. What is the payoff and profit/lc both options positions? b. What is the maximum profit the investor could have earned on his call option position? On the putt

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Suppose you own a put option on Apple stock with a strike price of $150. Suppose it is the expiration date of the option and the current stock price of Apple is $75. What payoff will you receive from making an optimal exercise decision on your option? 1. -$75 2. $0 3. $75
Whats the profit of the "Bearish Put Spread" when stock price is $25, $30, $35, $40, $45, $50, $55, $60, and $65 respectively? Given: - Stock price = $45.00 - Current option price = 7.0 (put 35) - Current option price = 2.0 (put 45) - Exercise Price = $40.00
Consider the 1-period binomial model with a bond with A(0) = 60 and A(1) = 70 and a stock with S(0) = 4X and S^u(1) 6Y and S^d(1) = 3Z. = 1. What is the price (payoff) C(1) of a call option with strike price 28? 2. same... with strike price 45? 3. same... with strike price 72? 4. Set up a system of linear equations to determine a replicating portfolio for the call option from part 2 (strike price 45). 5. Solve it and determine the price C(O). 6. Compute, tabulate, and plot the price C(O) as you vary the strike price of the option from 28, 29, ..., 71, 72.
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.
A butterfly spread is a position in three options on the same underlying stock with different strikes. An investor buys one call with a strike K1 = 22, sells two calls with a strike K2 = 24 and buys one call with a strike K3 = 26. What is the payoff of the butterfly spread, if the stock price equals $26 at maturity?
Question 5: Suppose that a March call option to buy a share for $50 costs $2.50 and is held until March. Under what circumstances will the holder of the option make a 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.Plz explain it
BUG’s stock price is $53 and its put price is $4.50 for a strike price of $55. Then this put option’s intrinsic value is:
A stock is currently selling for $39. In one period, the stock will move up by a factor of 1.29 or down by a factor of .53. A call option with a strike price of $50 is available. If the risk-free rate of interest is 2.5 percent for this period, what is the value of the call option?

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