chapter 20 investments options markets: introduction slides by richard d. johnson copyright © 2008...

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CHAPTER 20 CHAPTER 20 Investments Investments Options Markets: Options Markets: Introduction Introduction Slides by Slides by Richard D. Johnson Richard D. Johnson Copyright © 2008 by The McGraw-Hill Companies, Inc. All rights reserved Copyright © 2008 by The McGraw-Hill Companies, Inc. All rights reserved McGraw-Hill/Irwin McGraw-Hill/Irwin Cover image

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CHAPTER 20CHAPTER 20

InvestmentsInvestments

Options Markets: Options Markets: IntroductionIntroduction

Slides bySlides by

Richard D. JohnsonRichard D. Johnson

Copyright © 2008 by The McGraw-Hill Companies, Inc. All rights reservedCopyright © 2008 by The McGraw-Hill Companies, Inc. All rights reserved McGraw-Hill/IrwinMcGraw-Hill/Irwin

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20- 20- 22

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Buy - Long Sell - Short Call Put Key Elements

– Exercise or Strike Price

– Premium or Price

– Maturity or Expiration

Option Terminology

20- 20- 33

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In the Money - exercise of the option would be profitable.

Call: market price>exercise price

Put: exercise price>market price

Out of the Money - exercise of the option would not be profitable.

Call: market price<exercise price

Put: exercise price<market price

At the Money - exercise price and asset price are equal.

Market and Exercise Price Relationships

20- 20- 44

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American - the option can be exercised at any time before expiration or maturity.

European - the option can only be exercised on the expiration or maturity date.

American vs. European Options

20- 20- 55

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Stock OptionsIndex OptionsFutures OptionsForeign Currency OptionsInterest Rate Options

Different Types of Options

20- 20- 66

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Figure 20.1 Stock Options on IBM

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Figure 20.2 Index Options

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Notation

Stock Price = ST Exercise Price = X

Payoff to Call Holder

(ST - X) if ST >X

0 if ST < X

Profit to Call Holder

Payoff - Purchase Price

Payoffs and Profits at Expiration - Calls

20- 20- 99

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Payoff to Call Writer

- (ST - X) if ST >X

0 if ST < X

Profit to Call Writer

Payoff + Premium

Payoffs and Profits at Expiration - Calls

20- 20- 1010

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Figure 20.3 Payoff and Profit to Call Option at Expiration

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Figure 20.4 Payoff and Profit to Call Writers at Expiration

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Payoffs to Put Holder

0 if ST > X

(X - ST) if ST < X

Profit to Put Holder

Payoff - Premium

Payoffs and Profits at Expiration - Puts

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Payoffs to Put Writer

0 if ST > X

-(X - ST) if ST < X

Profits to Put Writer

Payoff + Premium

Payoffs and Profits at Expiration - Puts

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Figure 20.5 Payoff and Profit to Put Option at Expiration

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Investment Strategy Investment

Equity only Buy stock @ 100 100 shares $10,000

Options only Buy calls @ 10 1000 options $10,000

Leveraged Buy calls @ 10 100 options $1,000equity Buy T-bills @ 3% $9,000

Yield

Equity, Options & Leveraged Equity

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IBM Stock Price

$95 $105 $115

All Stock $9,500 $10,500 $11,500

All Options $0 $5,000 $15,000

Lev Equity $9,270 $9,770 $10,770

Equity, Options Leveraged Equity - Payoffs

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IBM Stock Price

$95 $105 $115

All Stock -5.0% 5.0% 15%

All Options -100% -50% 50%

Lev Equity -7.3% -2.3% 7.7%

Rates of Return

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Figure 20.6 Rate of Return to Three Strategies

20- 20- 1919

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Table 20.1 Value of a Protective Put Position at Option Expiration

20- 20- 2020

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Figure 20.7 Value of a Protective Put Position at Option Expiration

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Figure 20.8 Protective Put versus Stock Investment (at-the-money option)

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Table 20.2 Value of a Covered Call Position at Expiration

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Figure 20.9 Value of a Covered Call Position at Expiration

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Straddle (Same Exercise Price)Long Call and Long Put

Spreads - A combination of two or more call options or put options on the same asset with differing exercise prices or times to expiration.Vertical or money spread:

Same maturityDifferent exercise price

Horizontal or time spread:Different maturity dates

Option Strategies

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Table 20.3 Value of a Straddle at Option Expiration

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Figure 20.10 Value of a Straddle at Expiration

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Table 20.4 Value of a Bullish Spread Position at Expiration

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Figure 20.11 Value of a Bullish Spread Position at Expiration

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C + X / (1 + rf)T = S0 + P

If the prices are not equal arbitrage will be possible.

Put Call Parity

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Stock Price = 110 Call Price = 17Put Price = 5 Risk Free = 5%Maturity = 1 yr X = 105

C + X / (1 + rf)T > S0 + P

117 > 115

Since the leveraged equity is less expensive, acquire the low cost alternative and sell the high cost alternative.

Put Call Parity - Disequilibrium Example

20- 20- 3131

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Table 20.5 Arbitrage Strategy

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Optionlike Securities

Callable BondsConvertible SecuritiesWarrantsCollateralized Loans

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Figure 20.12 Values of Callable Bonds Compared with Straight Bonds

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Figure 20.13 Value of a Convertible Bond as a Function of Stock Price

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Figure 20.14 Collateralized Loan

20- 20- 3636

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Figure 20.15 Return on Indexed Linked CD

20- 20- 3737

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Table 20.6 Prices of Digital Options on Initial Jobless Claims

20- 20- 3838

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Figure 20.16 Implied Probability of Jobless Claims Derived from Traded Digital Options

20- 20- 3939

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Exotic Options

Asian OptionsBarrier OptionsLookback OptionsCurrency Translated OptionsDigital Options