Chapter 15 Options Markets Copyright © 2010 by The McGraw-Hill Companies, Inc. All rights reserved.McGraw-Hill/Irwin.

Slides:



Advertisements
Similar presentations
Session 3. Learning objectives After completing this you will have an understanding of 1. Financial derivatives 2. Foreign currency futures 3. Foreign.
Advertisements

1 Chapter 15 Options Markets-The applications. 2 outline Features of options –Call vs., put, Long vs. short –In the money, out of the money and at the.
Options Markets: Introduction
Derivatives Workshop Actuarial Society October 30, 2007.
INVESTMENTS | BODIE, KANE, MARCUS Copyright © 2011 by The McGraw-Hill Companies, Inc. All rights reserved. McGraw-Hill/Irwin CHAPTER 17 Options Markets:
Vicentiu Covrig 1 Options Options (Chapter 19 Jones)
Fi8000 Basics of Options: Calls, Puts
CHAPTER 20 Options Markets: Introduction. Buy - Long Sell - Short Call Put Key Elements – Exercise or Strike Price – Premium or Price – Maturity or Expiration.
McGraw-Hill/Irwin Copyright © 2005 by The McGraw-Hill Companies, Inc. All rights reserved. Chapter 20 Options Markets: Introduction.
FINANCE IN A CANADIAN SETTING Sixth Canadian Edition Lusztig, Cleary, Schwab.
Intermediate Investments F3031 Derivatives You and your bookie! A simple example of a derivative Derivatives Gone Wild! –Barings Bank –Metallgesellschaft.
McGraw-Hill/Irwin Copyright © 2005 by The McGraw-Hill Companies, Inc. All rights reserved. Chapter 20 Options Markets: Introduction.
 The McGraw-Hill Companies, Inc., 1999 INVESTMENTS Fourth Edition Bodie Kane Marcus Irwin/McGraw-Hill 20-1 Options Markets: Introduction Chapter 20.
Option Markets: Introduction.
Options, Futures, and Other Derivatives 6 th Edition, Copyright © John C. Hull Mechanics of Options Markets Chapter 8.
Options Chapter 2.5 Chapter 15.
Chapter 9 Mechanics of Options Markets Options, Futures, and Other Derivatives, 8th Edition, Copyright © John C. Hull
Chapter 19 Options. Define options and discuss why they are used. Describe how options work and give some basic strategies. Explain the valuation of options.
McGraw-Hill/Irwin © 2007 The McGraw-Hill Companies, Inc., All Rights Reserved. Options Markets CHAPTER 14.
Vicentiu Covrig 1 Options Options (Chapter 18 Hirschey and Nofsinger)
© 2008 Pearson Education Canada13.1 Chapter 13 Hedging with Financial Derivatives.
AN INTRODUCTION TO DERIVATIVE SECURITIES
AN INTRODUCTION TO DERIVATIVE INSTRUMENTS
Vicentiu Covrig 1 Options and Futures Options and Futures (Chapter 18 and 19 Hirschey and Nofsinger)
Mechanics of Options Markets
OPTIONS AND THEIR VALUATION CHAPTER 7. LEARNING OBJECTIVES  Explain the meaning of the term option  Describe the types of options  Discuss the implications.
Options: Introduction. Derivatives are securities that get their value from the price of other securities. Derivatives are contingent claims because their.
Option Markets: Introduction. Buy - Long Sell – Short Call –Holder has the right to purchase an asset for a specified price Put –Holder has the right.
Chapter 15 Options Markets
McGraw-Hill/Irwin Copyright © 2001 by The McGraw-Hill Companies, Inc. All rights reserved Options Markets: Introduction Chapter 20.
McGraw-Hill/Irwin Copyright © 2013 by The McGraw-Hill Companies, Inc. All rights reserved. Options Markets 15 Bodie, Kane, and Marcus Essentials of Investments,
Financial Options: Introduction. Option Basics A stock option is a derivative security, because the value of the option is “derived” from the value of.
I Investment Analysis and Portfolio Management First Canadian Edition By Reilly, Brown, Hedges, Chang 13.
INVESTMENTS: Analysis and Management Second Canadian Edition INVESTMENTS: Analysis and Management Second Canadian Edition W. Sean Cleary Charles P. Jones.
Essentials of Investments © 2001 The McGraw-Hill Companies, Inc. All rights reserved. Fourth Edition Irwin / McGraw-Hill Bodie Kane Marcus 1 Chapter 16.
CHAPTER 20 Investments Options Markets: Introduction Slides by Richard D. Johnson Copyright © 2008 by The McGraw-Hill Companies, Inc. All rights reserved.
OPTIONS MARKETS: INTRODUCTION Derivative Securities Option contracts are written on common stock, stock indexes, foreign exchange, agricultural commodities,
Mechanics of Options Markets
Mechanics of Options Markets
Chapter 10: Options Markets Tuesday March 22, 2011 By Josh Pickrell.
McGraw-Hill/Irwin © 2007 The McGraw-Hill Companies, Inc., All Rights Reserved. Options Markets CHAPTER 14.
1 Chapter 11 Options – Derivative Securities. 2 Copyright © 1998 by Harcourt Brace & Company Student Learning Objectives Basic Option Terminology Characteristics.
OPTIONS Concepts Market Concepts Market. Definition Option is a marketable security which gives the holder the right (but not the obligation) to buy an.
Security Analysis & Portfolio Management “Mechanics of Options Markets " By B.Pani M.Com,LLB,FCA,FICWA,ACS,DISA,MBA
Bodie Kane Marcus Perrakis RyanINVESTMENTS, Fourth Canadian Edition Copyright © McGraw-Hill Ryerson Limited, 2003 Slide 17-1 Chapter 17.
1 Chapter 16 Options Markets u Derivatives are simply a class of securities whose prices are determined from the prices of other (underlying) assets u.
INVESTMENTS | BODIE, KANE, MARCUS Copyright © 2014 McGraw-Hill Education. All rights reserved. No reproduction or distribution without the prior written.
Chapter 11 Options and Other Derivative Securities.
Vicentiu Covrig 1 An introduction to Derivative Instruments An introduction to Derivative Instruments (Chapter 11 Reilly and Norton in the Reading Package)
Options Chapter 17 Jones, Investments: Analysis and Management.
Mechanics of Options Markets Chapter 8 Options, Futures, and Other Derivatives, 7th International Edition, Copyright © John C. Hull
© 2003 The McGraw-Hill Companies, Inc. All rights reserved. Options and Corporate Securities Chapter Twenty-Five.
McGraw-Hill/Irwin Copyright © 2013 by The McGraw-Hill Companies, Inc. All rights reserved. Options Markets 15.
11.1 Options and Swaps LECTURE Aims and Learning Objectives By the end of this session students should be able to: Understand how the market.
Chapter 9 Mechanics of Options Markets Options, Futures, and Other Derivatives, 8th Edition, Copyright © John C. Hull
Mechanics of Option Markets CHAPTER 9. Types of Options Ability to Exercise According to Positions Derivative Instrument Basic Options Call Options European.
Chapter 15 Options Markets Copyright © 2010 by The McGraw-Hill Companies, Inc. All rights reserved.McGraw-Hill/Irwin.
Options Price and trading. Agenda Useful terminology Option types Underlying assets Options trading Bull call/put, bear and butterfly spread Straddle,
Investments, 8 th edition Bodie, Kane and Marcus Slides by Susan Hine McGraw-Hill/Irwin Copyright © 2009 by The McGraw-Hill Companies, Inc. All rights.
McGraw-Hill/Irwin Copyright © 2001 by The McGraw-Hill Companies, Inc. All rights reserved Options Markets: Introduction Chapter 20.
McGraw-Hill/Irwin Copyright © 2013 by The McGraw-Hill Companies, Inc. All rights reserved. Options Markets 15.
Copyright  2007 McGraw-Hill Australia Pty Ltd PPTs t/a Investments, by Bodie, Ariff, da Silva Rosa, Kane & Marcus Slides prepared by Harminder Singh Chapter.
Chapter 11 Trading Strategies
Mechanics of Options Markets
Options Markets: Introduction
Options Markets: Introduction
Chapter 15 Options Markets
Options (Chapter 19).
Options Markets: Introduction
Presentation transcript:

Chapter 15 Options Markets Copyright © 2010 by The McGraw-Hill Companies, Inc. All rights reserved.McGraw-Hill/Irwin

15-2 Option Terminology 1.What is a listed stock call option? –A contract giving the holder the right to buy 100 shares of stock at a preset price called the exercise or strike price. –Expirations of 1,2,3,6,& 9 months and sometimes 1 year are normal contract periods. Contracts expire on the third Saturday of the expiration month. –Contracts may be resold prior to maturity. 2. What is a listed stock Put option? - A contract giving the holder the right to sell 100 shares of stock at a preset price

15-3 Option Characteristics If a call option holder wishes to purchase the stock, he or she will exercise the option. The option holder must pay the exercise price to the option writer. Exercise prices are adjusted for stock splits and stock dividends, but not cash dividends. The cost of an option is called the premium and it is a small percentage of the cost of the underlying asset. The option buyer pays the cost; the option writer receives the cost at the time of sale of the option. The underlying company is not involved in the option market. Options are a zero sum game.

15-4 American vs. European Options American: European: the option can be exercised any time, but no Later than the expiration date the option can only be exercised at the expiration date

15-5 Figure 15.1 Options on IBM

Uses of options: a.To hedge changes in stock price. b.Change your risk and return profile For example, buying a call is analogous to buying stock on margin. c.Short sale constraints can be avoided with puts.

15-7 Option Clearing Corporation (OCC) OCC is jointly owned by option exchanges OCC backs performance of both counterparties –To limit OCC’s risk, option seller (or writer) must post margin. Margin varies with option price and whether the option position is covered or exposed. When an option is exercised an option seller is randomly selected. –If a call is exercised the selected call writer must deliver 100 shares of stock in exchange for receiving the strike price. –If a put is exercised the selected put writer must purchase 100 shares of stock at the strike price.

Types of options o Listed Options vs OTC Options Index Options Options on Futures Foreign Currency Options Interest Rate Options Exotic Options

Values of Options at Expiration

Symbols & Valuation C t =Price paid for a call option at time t. t = 0 is today, T =option's expiration date. P t =Price paid for a put option at time t. S t =Stock price at time t. Xc, Xp= Exercise or Strike Price A call is “in the money” if S t ____ Xc. A call is “out of the money” if S t ____ Xc. A put is “in the money” if S t ____ Xp. A put is “out of the money” if S t ____ Xp. > > > >

The basics of option pricing a) Price boundaries o – o oJust before expiration at time T: If S T X then C T = 0 C T = S T – X oP t  0 oP t  X - S t oP t  Max (0, X – S t ) If C t < S t – X How could you take advantage of this? $5 $60 $50 Thus C t  Max (0, S t – X) C t ≥ 0,Why? C t ≥ S t – X,Why?

15-12 IBM Option Quotes

Option strategies and profits at expiration S T = X + C 0 Breakeven – C 0 + S T – X– C 0 = Profit S T – X0+C T – C 0 S T > XS T < XProfit Table BUYING A CALL

15-14 Call profit at expiration IBM Jul 100 call option Stock Price = $96.14 Exercise = $100 Call premium = $735 Contract Size 100 shares Ex = $100 Stock Price T Profit $0 -$735  Bullish or bearish?  High or low volatility strategy? -C 0 -C 0 + S T – X S T = X + C 0 $100 $ $92.65

15-15 Writing a naked call S T = X + C 0 Breakeven +C 0 – S T + X+C 0 = Profit –(S T – X)0– C T +C 0 S T > XS T < XProfit Table WRITING A NAKED CALL

15-16 Writing a naked call Stock Price T Profit $0 +C 0 +C 0 – S T + X X  Bullish or bearish?  High or low volatility strategy? S T = X + C 0

15-17 Buying a put option S T = X – P 0 Breakeven – P 0 X – S T – P 0 = Profit 0X – S T +P T – P 0 S T > XS T < XProfit Table BUYING A PUT

15-18 IBM Option Quotes

15-19 X – S T – P 0 Buying a put option IBM Dec 100 put option Stock price = $96.14 Exercise = $100 Put premium = $1,166 Contract Size 100 shares Ex = $100 Stock Price t Profit $0 -$1,166 Put $100 $88.34 $8,834  Bullish or bearish? Alternative Stock Strategy?  High or low volatility strategy? – P 0 Short position in IBM B.E.: S T = X – P 0 $111.66

15-20 Writing a put option S T = X – P 0 Breakeven +P 0 S T – X + P 0 = Profit 0–(X – S T )– P T +P 0 S T > XS T < XProfit Table Writing A Put

15-21 Writing a put option IBM Jul 100 put option Stock price = $96.14 Exercise = $100 Put premium = $1,166 Contract Size 100 shares Xx = $100 Stock Price t Profit $0 $1,166$100$111.66$ $8,834  Bullish or bearish? Alternative Stock Strategy?  High or low volatility strategy? S T – X + P 0 S T – X + P 0 +P 0 Long Position in IBM

15-22 Buy stocks and at the money puts: Protective Put Stock Price t Profit $0 Hedged profit equals sum of profits of put and stock at each stock price. Long position in IBM Hedged Position Put X

15-23 Writing Covered Calls Stock Price t Profit $0 Long position in IBM Written call Covered Call Bullish or bearish? High or low volatility strategy? S T = S 0 - C 0 S0S0

15-24 Bullish Price Spread  Bull perpendicular or price spread with calls; write (sell) the high exercise price call and buy the low exercise price call. All other option terms identical. L=low exercise price, H=high exercise price

15-25 Bullish Price Spread + S T = X L + C 0L – C 0H– Breakeven X H – X L – C 0L + C 0H S T – X L – C 0L +C 0H C 0H – C 0L = Profit –(S T – X H )00– C TH S T – X L 0+C TL +C 0H – C 0L S T > X H X L < S T < X H S T < X L Profit Table BULLISH PRICE SPREAD Stock Price t Profit XLXLXLXL XHXHXHXH Bullish or bearish?Bullish or bearish? High or low volatility strategy?High or low volatility strategy?

15-26 Long or Bull Straddle Long or bull straddle: buy a put and a call with the same T and X. (For bear or short straddle, sell both put and call and just flip the graph upside down.)

15-27 Long or Bull Straddle S T = X + C 0 + P 0 S T = X – C 0 – P 0 Breakeven S T – X – C 0 – P 0 X – S T – C 0 – P 0 = Profit 0X – S T +P T S T – X0+C T – P 0 – C 0 S T > XS T < XProfit Table BULL STRADDLE Stock Price t t Profit $0 Stock Price t t Profit $0 X – C 0 – P 0 X + C 0 + P 0 Bullish or bearish? _____________Bullish or bearish? _____________ High or low volatility strategy?High or low volatility strategy? X Neutral Max Loss: C 0 + P 0

15-28 Strips and Straps Long or bull strap; buy two calls and one put, more bullish than straddle. Long or bull strip; buy two puts and one call, more bearish than straddle. Think about bear versions of each.

15-29 Short Strangle: Sell out of the money put and call S T = X H + P 0L + C 0H+S T = X L – P 0L – C 0H Breakeven X H – S T + P 0L + C 0H P 0L + C 0H S T – X L + P 0L + C 0H = Profit –(S T – X H )00– C TH 00– (X L – S T )– P TL +C 0H + P 0L S T > X H X L < S T < X H S T < X L Profit Table Short Strangle Stock Price t Profit XLXL XHXH S T = X L –P 0L –C 0H S T = X H + P 0L + C 0H

Warnings about options positions oOptions may have to move 10-15% or more in a short time period before an investor recovers the price & commission. oOptions are by definition short term instruments; an investor can ride out bad times in spot markets but not in options. –The limited loss feature makes options appear safer than they are. –You have to compare equal $ investments in stocks and options to really see the higher risk of the option position. oOptions are traded in a highly competitive market.

Warnings about options positions What’s wrong with selling options? oCovered calls (writing calls against stock you own) –The investor never gets the occasional large stock price run up and suffers most of the loss of a big price drop. Eliminates any positive skewness of stock returns –Wind up with portfolio of poorer performers oNaked calls (writing calls when you do not own the stock) –Maximum gain is limited to call premium but unlimited loss, poor strategy in volatile markets

15-32 Optionlike Securities 1.Callable bonds –Issuing firm has the right to call in the bond and pay call price. –When will the firm want to exercise its call option?

15-33 Figure Values of Callable Bonds Compared with Straight Bonds

Convertible Securities Security holder has the option to convert the bond to a fixed number of shares of common stock. Bond’s Conversion Value = Conversion Ratio x Common Stock Price If a bond is convertible to 20 shares of stock, stock is priced at $60 per share. The bond’s conversion value = $1,200

15-35 Figure Value of a Convertible Bond as a Function of Stock Price The option is issued deep out the money, the ‘option cost’ is a lower coupon.

15-36 Convertibles (cont.) Theoretical value of a convertible bond = Value straight debt + Value of conversion option In reality there are three complicating factors: 1.The conversion price may increase over time effectively increasing the option’s exercise price. 2.Stocks may pay dividends, this makes it harder to value the option to convert 3.Virtually all convertible bonds are callable by the firm. The firm may call to force conversion, this makes the maturity of the bond and the option indeterminate.

Warrants –Firm sometimes issue warrants with its bonds. The warrants are call options to purchase new stock at a fixed price. –Detachable “sweetener” to help sell the bond –Exercise of warrants (and convertibles) can result in dilution of earnings per share

Collateralized loans –Suppose a borrower is obligated to pay back L dollars at loan maturity (Time T) and has posted collateral worth S t dollars. –The borrower has an option to repay the loan at maturity if L > S T, otherwise the borrower can default and give up the value of L. 5.A similar logic applies to corporate equity if a firm has debt. –Equity holders effectively have a call option on firm value as they can choose to pay off the debt if firm value > value of the debt or default otherwise.

15-39 Collateralized Loan Payoffs

15-40 Exotic Options  Asian Options  Barrier Options  Lookback Options Payoff depends on the average (rather than the final) price of the underlying asset during a portion of the life of the option. Example “down-and-out” expires worthless if the stock price drops below a specified barrier. Payoff depends on minimum or max price during life of option.

15-41 Exotic Options  Currency Translated Options or Quantos  Binary or Digital Options Allows a variable amount of foreign currency based on the performance of an investment to be translated to dollars at a fixed exchange rate. Pays a fixed amount if the option is in the money at expiration.

15-42 Problem 1 a. b. Purchase a straddle, i.e., buy both a put and a call on the stock. The total cost of the straddle would be: $10 + $7 = $17 $17

15-43 Problem 2 – S T = X L + C 0L – C 0H+ Breakeven X L – X H + C 0L – C 0H X L – S T – C 0H +C 0L C 0L – C 0H = Profit S T – X H 00+ C TH –(S T – X L ) 0– C TL – C 0H + C 0L S T > X H X L < S T < X H S T < X L Profit Table BEARISH PRICE SPREAD Stock Price t Profit XLXL XHXH

15-44 Problem 3 S T = $1,260 Breakeven S T – $1,260 – $60= Profit 0$1,200 – S T +P T – $60 – P 0 S T – $1,200 S T > $1,200S T < $1,200Profit Table Joe’s Protective Put Strategy S T = $1,245Breakeven S T – $1,245 – $75= Profit 0$1,170 – S T +P T – $45 – P 0 S T – $1,200 S T > $1,170S T < $1,170Profit Table Sally’s Protective Put Strategy Joe’s -$60 $1260 Sally’s -$75 $1245