Options Basics: Calls, Puts & Payoffs | Chapter 21 – Principles of Corporate Finance (14th)

Описание: This chapter provides a comprehensive introduction to financial options within the context of corporate finance, explaining their mechanics, valuation drivers, and strategic applications for risk management. It establishes that options are ubiquitous, existing not only as traded derivatives but also as "real options" embedded in capital investment decisions—such as the choice to expand, abandon, or postpone projects—and within corporate securities like warrants and convertible bonds. The text defines the two primary types of contracts: call options, which provide the right to buy an asset at a predetermined exercise or strike price, and put options, which grant the right to sell. It further distinguishes between American options, exercisable at any time before maturity, and European options, exercisable only on the expiration date. Detailed analysis of payoff diagrams illustrates the asymmetric risk-reward profiles for buyers and sellers (writers), clarifying concepts of moneyness—whether an option is in the money, at the money, or out of the money. The chapter demonstrates "financial alchemy," or the use of financial engineering to construct specific payoff structures, such as the protective put strategy which combines stock ownership with a put option to insure against downside loss. A central theoretical concept introduced is put-call parity, a fundamental no-arbitrage relationship that links the values of European calls, puts, the underlying share price, and the present value of the exercise price (risk-free bond), showing how synthetic positions can be created. Finally, the summary outlines the five key determinants of option value: the share price, exercise price, interest rate, time to maturity, and asset volatility. A crucial counterintuitive insight highlighted is that while risk typically reduces value in traditional valuation, higher volatility increases the value of an option because it enhances the probability of a high payoff while the holder's loss is limited to the initial premium paid.


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