To replicate a short asset position with options a trader would:Short two ATM call contracts and buy one ITM put contractShort an ATM call and long ATM putLong an ATM call and short an ATM putShort a futures contract and long an ATM put

The correct choice is:B. Short an ATM call and long ATM putExplanation:Explanation of the…

Answered: To replicate a short asset position…

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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A speculative investor creates a portfolio of options written on the same underlying asset. He chooses to sell a put option with a strike of $100 and sell a call option also with a strike of $100. The two options have the same expiration. a. Sketch the payoff at maturity for a seller of a put option with a strike of $100. Carefully label the axes. b. Sketch the payoff at maturity for a seller of a call option with a strike of $100. Carefully label the axes. c. Sketch the payoff at maturity for the investor who sells both a call option and a put option each with a strike of $100. Carefully label the axes. The put option price is $14, and the price of the call option is $6. d. What is the profit at maturity for the speculative investor if the underlying asset at maturity is worth $100?
k) define a protective put. l) demonstrate an understanding of the position of buying a protective put by identifying the breakeven stock price, the maximum profit, and the maximum loss. m) discuss the similarities between a protective put and an insurance policy. n) discuss the similarities between the exercise price in a protective put and the deductible in an insurance policy. o) demonstrate an understanding of the constructions of a synthetic put by identifying the breakeven stock price, the maximum profit, and the maximum loss.
a. Explain the covered call options strategy b. Graphically show a covered call options strategy, including payoff. Explain why an investor mayuse this option strategy.c. Using put-call parity, explain the shape of the payoff line (in part (a) of this question). Whatoption position does it look like and why?
Q9. How would you hedge the risk of a price rise using a derivative? Group of answer choices 1. You would take out a spot contract to sell the underlying. 2. You would take out a forward contract to sell the underlying. 3. You would take out a spot contract to buy the underlying. 4. You would take out a forward contract to buy the underlying.
True/false An option is a financial contract that gives the owner the right to buy or sell some asset at a fixed price on or before a given date. The put-call parity is derived based on the principal of no arbitrage. That is, the put-call parity equation holds only when the market is reasonably good enough so that arbitrage opportunities are not allowed. Today Jim bought a call option and Jill wrote a call option. The options are exactly the same (with the same underlying asset, same exercise price, same expiration date, same in every aspect). When the underlying stock price changes, for every dollar Jim gains, Jill loses a dollar, and vice versa. In reality, stock option contracts are based on the unit of 100 shares and expire on the third Friday of the month. An out of the money option means that if you exercise the option now you will be able to get money out of it.
Interest Rate Swap: A company that expects interest rates to rise and wishes to exchange its floating interest rate for a fixed rate would: Select one OA. Enter into a payer swap B. Enter into a receiver swap C. Sell interest rate futures OD. Buy interest rate futures
Which of the following statements about European option contracts is TRUE? a. Typically American options are cheaper than otherwise similar European options due to the uncertainty regarding the date of exercise. b. One can synthesise a long forward position in the underlying by being long a call and short a put c. A long call position and a short put position both involve buying the underlying and so are equivalent d. The price of an option can be obtained by computing the true probabilities of each state of nature, working out the expected option payoff across those states and then discounting back to the present.
Consider the following two scenarios whereby the cost-of-carry model is violated. You are required to select appropriate missing words and fill in question 1. a. long b. spot c. over priced d. short arbitrage e. under priced f. long arbitrage g. futures h. short Question 1 a. If ft >S0 (1 + rf - d)^t, then the( ) is ( )relative to ( ) or equivalently, the quoted futures price is higher than what it should be. Thus, the correct arbitrage strategy should be: ( ) the futures contract and ( )the spot market. This strategy is also known as ( ). b. If ft <S0 (1 + rf - d)^t, then the( ) is ( )relative to ( ) or equivalently, the quoted futures price is lower than what it should be. Thus, the correct arbitrage strategy should be: ( ) the futures contract and ( )the spot market. This strategy is also known as ( ).
Can a derivative security's value be determined by an underlying single stock (e.g., IBM, MMM, GE)? If no, explain. Can a derivative security's value be determined by an underlying fixed income index? If yes, explain. What is the difference objective, if any, between a long futures contract, a put option contract, and a long forward contract? What are the two primary functions of derivative securities (i.e., what classifications of participants do they serve)? Finally, what does "market efficiency" suggest? Explain the significant advantage and disadvantage of Inflation Protected Treasury Bonds (TIPS). Who or what investor would likely prefer a municipal bond issued by the Commonwealth of Virginia? If a corporate bond yields 8%, to be competitive (e.g., indifferent), what would a municipal bond need to yield for an investor in the 40% tax bracket? In municipals, what, if any, is the difference between a general obligation and revenue bond? What is a pass-through security, a conforming…
Payoff from entering into a forward contract does the buyer have more to gain going long than the seller has to lose going short, profits if the price of the underlying at expiration exceeds the forward price and/or gains from owning the underlying versus owning the forward contract are equivalent? Explain why one or more of the options above are correct. and why, if any of the remaining options are incorrect.
Which of the following is true? A.Forward contract buyers and sellers do not know who the counterparty is B.Future contracts are marked to market daily. C.Forward contracts have no default risk. D.Futures contracts involve high default risk
Organized exchanges offer important advantages like (a) mitigating credit risk and (b) providing liquidity. But they have the following market imperfections: 1. Open interest in futures contracts declines for longer maturities; so, for liquidity reasons, you may be unable to hedge longer deliveries using longer maturity futures contracts. Explain briefly how you would overcome these market imperfections.

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To replicate a short asset position with options a trader would: Short two ATM call contracts and buy one ITM put contract Short an ATM call and long ATM put Long an ATM call and short an ATM put Short a futures contract and long an ATM put