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Derivatives Class #2 Updated

Course: FINANCE 612, Spring 2012
School: Saint Joseph's...
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regoryM.McDermott Rights G or Obligations? Long option positions? Short option positions? Rights or Obligations? Long option positions? Rights Short option positions? Obligations Fill in the blanks Call Put Long Short Fill in the blanks Call Put Long Short Right to Buy Fill in the blanks Call Put Long Short Right to Buy Right to Sell Fill in the blanks Call Put Long Right to Buy Short Obligation to...

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regoryM.McDermott Rights G or Obligations? Long option positions? Short option positions? Rights or Obligations? Long option positions? Rights Short option positions? Obligations Fill in the blanks Call Put Long Short Fill in the blanks Call Put Long Short Right to Buy Fill in the blanks Call Put Long Short Right to Buy Right to Sell Fill in the blanks Call Put Long Right to Buy Short Obligation to Sell Right to Sell Fill in the blanks Call Put Long Short Right to Buy Right to Sell Obligation to Sell Obligation to Buy ITM, ATM, or OTM? $75 stock In-the-money $70 call At-the-money $75 call Out-of -the$80 call money ITM, ATM, or OTM? $40 stock Out-of-the-money $35 put At-the-money $40 put In-the-money $45 put Intrinsic & Extrinsic Values? $75 stock $5 Int., $2.50 Ext. $70 call = $7.50 $3.20 Ext. $75 call = $3.20 $1.50 Ext. $80 call = $1.50 Intrinsic & Extrinsic Values? $40 stock $35 put = $1.00 $40 put = $3.10 $45 put = $6.20 Intrinsic & Extrinsic Values? $40 stock $35 put = $1.00 $40 put = $3.10 $45 put = $6.20 $1.00 Ext. Intrinsic & Extrinsic Values? $40 stock $1.00 Ext. $35 put = $1.00 $3.10 Ext. $40 put = $3.10 $45 put = $6.20 Intrinsic & Extrinsic Values? $40 stock $1.00 Ext. $35 put = $1.00 $3.10 Ext. $40 put = $3.10 $5 Int., $1.20 Ext. $45 put = $6.20 Values at Expiration? $75 stock $70 call = $7.50 $75 call = $3.20 $80 call = $1.50 Values at Expiration? $75 stock $70 call = $7.50 $75 call = $3.20 $80 call = $1.50 $5 Values at Expiration? $75 stock $5 $70 call = $7.50 $0 $75 call = $3.20 $80 call = $1.50 Values at Expiration? $75 stock $5 $70 call = $7.50 $0 $75 call = $3.20 $0 $80 call = $1.50 Extrinsic Values? $40 stock $35 put = $1.00 $40 put = $3.20 $45 put = $6.20 Extrinsic Values? $40 stock $35 put = $1.00 $40 put = $3.20 $45 put = $6.20 $0 Extrinsic Values? $40 stock $0 $35 put = $1.00 $0 $40 put = $3.20 $45 put = $6.20 Extrinsic Values? $40 stock $0 $35 put = $1.00 $0 $40 put = $3.20 $5 $45 put = $6.20 Options Trading Project Chapter 3 Insurance, Collars, and Other Strategies Basic Insurance Strategies Options can be Used to insure long positions (floors) Used to insure short positions (caps) Written against asset positions (selling insurance) Copyright 2006 Pearson AddisonWesley. All rights reserved. 3-27 Insuring a Long Position: Floors A put option is combined with a position in the underlying asset Goal: to insure against a fall in the price of the underlying asset Copyright 2006 Pearson AddisonWesley. All rights reserved. 3-28 Insuring a Long Position: Floors Example: S&R index and a S&R put option with a (contd) strike price of $1,000 together Buying an asset and a put generates a position that looks like a call! Copyright 2006 Pearson AddisonWesley. All rights reserved. 3-29 Insuring a Short Position: Caps A call option is combined with a position in the underlying asset Goal: to insure against an increase in the price of the underlying asset (when one has a short position in that asset) 3-30 Insuring a Short Position: Caps Example: short-selling the S&R index and holding a S&R call option with strike a price of $1,000 An insured short position looks like a put! 3-31 Selling Insurance For every insurance buyer there must be an insurance seller Strategies used to sell insurance Covered writing (option overwriting or selling a covered call) is writing an option when there is a corresponding long position in the underlying asset is called covered writing Naked writing is writing an option when the writer does not have a position in the asset 3-33 Covered Writing: Covered Calls Example: holding the S&R index and writing a S&R call option with a strike price of $1,000 Writing a covered call generates the same profit as selling a put! 3-34 . Covered Writing: Covered Puts Example: shorting the S&R index and writing a S&R put option with a strike price of $1,000 Writing a covered put generates the same profit as writing a call! 3-36 Synthetic Forwards A synthetic long forward contract Buying a call and selling a put on the same underlying asset, with each option having the same strike price and time to expiration Example: buy the $1,000strike S&R call and sell the $1,000-strike S&R put, each with 6 months to expiration . 3-38 Synthetic Forwards (contd) Differences between a synthetic long forward contract and the actual forward The forward contract has a zero premium, while the synthetic forward requires that we pay the net option premium With the forward contract, we pay the forward price, while with the synthetic forward we pay the strike price 3-39 Put-Call Parity The net cost of buying the index using options must equal the net cost of buying the index using a forward contract Call (K, t) Put (K, t) = PV (F0,t K) Call (K, t) and Put (K, t) denote the premiums of options with strike price K and time t until expiration, and PV (F0,t ) is the present value of the forward price This is one of the most important relations in options! 3-40 Spreads and Collars An option spread is a position consisting of only calls or only puts, in which some options are purchased and some written Examples: bull spread, bear spread, box spread A collar is the purchase of a put option and the sale of a call option with a higher strike price, with both options having the same underlying asset and having the same expiration date Example: zero-cost collar 3-41 Spreads A bull spread is a position, in which you buy a call and sell an otherwise identical call with a higher strike price It is a bet that the price of the underlying asset will increase Bull spreads can also be constructed using puts 3-42 Spreads (contd) A bear spread is a position in which one sells a call and buys an otherwise identical call with a higher strike price A box spread is accomplished by using options to create a synthetic long forward at one price and a synthetic short forward at a different price A box spread is a means of borrowing or lending money: It has no stock price risk A ratio spread is constructed by buying m calls at one strike and selling n calls at a different strike, with all options having the same time to maturity and same underlying asset Ratio spreads can also be constructed using puts 3-43
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