Options Chapter 19 Charles P. Jones, Investments: Analysis and Management, Eleventh Edition, John Wiley & Sons 17-1.

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Presentation transcript:

Options Chapter 19 Charles P. Jones, Investments: Analysis and Management, Eleventh Edition, John Wiley & Sons 17-1

Why Options Markets? Financial derivative securities: derive all or part of their value from another (underlying) security Options are created by investors, sold to other investors Why trade these indirect claims? Expand investment opportunities, lower cost, increase leverage

Options Terminology Call (Put): Buyer has the right but not the obligation to purchase (sell) a fixed quantity from (to) the seller at a fixed price before a certain date Exercise (strike) price: “fixed price” Expiration (maturity) date: “certain date” Option premium or price: paid by buyer to the seller to get the “right”

How Options Work Call buyer (seller) expects the price of the underlying security to increase (decrease or stay steady) Put buyer (seller) expects the price of the underlying security to decrease (increase or stay steady) At option maturity Option may expire worthless, be exercised, or be sold

Options Trading Option exchanges are continuous primary and secondary markets Chicago Board Options Exchange largest Standardized exercise dates, exercise prices, and quantities Facilitates offsetting positions through Options Clearing Corporation OCC is guarantor, handles deliveries

Payoff Diagram for a Call Option 25 27 29 4 -4 Stock Price at Expiration Profit per Option ($) How does buying stock compare with buying a call option? Buyer Seller 6

Payoff Diagram for Put Option 23 25 27 4 -4 Stock Price at Expiration Profit per Option ($) How does selling stock compare with buying a put option? Buyer Seller 7

Covered Call Writing Profit ($) Purchased share Combined Stock Price 23 25 27 29 4 -4 Stock Price at Expiration Profit ($) Purchased share Written call Combined

Protective Put Buying Profit ($) Purchased share Combined Stock Price 23 25 27 29 4 -4 Stock Price at Expiration Profit ($) Combined Purchased put Purchased share

Portfolio Insurance Hedging strategy that provides a minimum return on the portfolio while keeping upside potential Buy protective put that provides the minimum return Put exercise price greater or less than the current portfolio value? Problems in matching risk with contracts

Portfolio Insurance Profit ($) Purchased share Combined Stock Price 23 25 27 29 2 -2 Stock Price at Expiration Profit ($) Combined Purchased put Purchased share

Options Terminology In-the-money options have a positive cash flow if exercised immediately Call options: S >E Put options: S <E Out-of-the-money options should not be exercised immediately Call options: S <E Put options: S >E

Options Terminology Intrinsic value is the value realized from immediate exercise Call options: maximum (S0-E or 0) Put options: maximum (E-S0 or 0) Prior to option maturity, option premiums exceed intrinsic value Time value =Option price - Intrinsic value =seller compensation for risk

Should Options be Exercised Early? Exercise prior to maturity implies the option owner receives intrinsic value only, not time value For call options, buy stock at below market price Would more be earned by selling option? For put options, receive cash from selling stock at above market price Could cash be reinvested for a higher return?

Option Price Boundaries At maturity, option prices are intrinsic values Intrinsic value is minimum price prior to maturity Maximum option prices prior to maturity Call options: price of stock, S0 Put options: exercise price, E

Option Price Boundaries Call Prices E Put C = S Stock Prices Stock Prices

Black-Scholes Valuation Five variables needed to value a European call option on a non-dividend paying stock

Put-Call Parity Black-Scholes valuation is for call options Put-call parity shows relationship between call and put options if riskless arbitrage is not possible Price of put =(E/ert) - S +C Put replicated by riskless lending, short sale of stock, purchased call

Factors Affecting Prices

Riskless Hedging Options can be used to control the riskiness of common stocks If stock owned, sell calls or buy puts Call or put option prices do not usually change the same dollar amount as the stock being hedged Shares purchased per calls written =N(d1) Shares purchased per puts purchased =N(d1) - 1

Stock Index Options Options available on S&P 100 Index, S&P 500 Index, NYSE Index, others Bullish on capital markets implies buying calls or writing puts Bearish on capital markets implies buying puts or writing calls At maturity or upon exercise, cash settlement of position

Strategies with Stock Index Options Speculation opportunities similar to options on individual stocks Hedging opportunities permit the management of market risk Well-diversified portfolio of stocks hedged by writing calls or buying puts on stock index What return can investor expect?

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