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    Option Valuation

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    Option Valuation Chapter 21 Intrinsic and Time Value intrinsic value of in-the-money options = the payoff that could be obtained from the immediate exercise of the option for a call option: stock price – exercise price for a put option: exercise price – stock price the intrinsic value for out-the-money or at-themoney options is equal to 0 time value of an option = difference between actual call price and intrinsic value as time approaches expiration date‚ time value goes to zero 21-2

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    Valuation Criteria for Cost Benefit Analysis 1. Principles of Cost Benefit Analysis Cost benefit analysis(CBA) is a process which is used to understand the monetary social costs as well as advantages of a capital investment project over a given time period. The principles of cost benefit analysis are based on three principles. The first is the appraisal of any specific project: This is an economic technique which is used by organizations as well as projects being handled by the government

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    Valuation Principles

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    PRINCIPLES OF VALUATION Because rational people prefer to receive benefits sooner than later and make sacrifices later than sooner‚ money‚ which provides the option to buy benefits‚ is likewise preferred sooner to later. If an individual prefers money sooner than later‚ then he/she values a dollar today more than a dollar tomorrow or a dollar in one year from now. A dollar today is worth a dollar today: therefore‚ a dollar next year must be worth less than a dollar today since it is less preferable/valuable

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    Stock Valuation

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    LECTURE STOCK VALUATION 1. Common stock valuation A share of common stock is more difficult to value in practice than a bond‚ for at least three reasons. First‚ with common stock‚ not even the promised cash flows are known in a advance. Second‚ the life of the investment is essentially forever‚ since common stock has no maturity. Third‚ there is no way to easily observe the rate of return that the market requires. Nonetheless‚ as we will see‚ there are cases in which we can come up with

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    Bond Valuation

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    its yield to maturity is 3%? d) If on 30/09/2012 you decide to sell the bond at the price calculated in the previous question‚ what will be the return of your investment? How this differs from the expected return calculated in (b)? Comment. Solution a) Using the pricing formula for bonds: [pic] b) The three different components are: a. Coupon: holding the bond until maturity‚ the investor will receive three coupons of size 4 Euro‚ therefore the coupon component will

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    Bond Valuation

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    HW Bond Valuation and Bond Yields Clifford Clark is a recent retiree who is interested in investing some of his savings in corporate bonds. His financial planner has suggested the following bonds: • Bond A has a 7% annual coupon‚ matures in 12 years‚ and has a $1000 face value. • Bond B has a 9% annual coupon‚ matures in 12 years‚ and has a $1000 face value. • Bond C has an 11% annual coupon‚ matures in 12 years‚ and has a $1000 face value. Each bond has a yield to maturity (YTM) of 9%

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    Pablo Fernández. IESE Business School Company valuation methods. The most common errors in valuations Company valuation methods. The most common errors in valuations∗ Pablo Fernández PricewaterhouseCoopers Professor of Corporate Finance IESE Business School Camino del Cerro del Aguila 3. Telephone 34-91-357 08 09. 28023 Madrid‚ Spain e-mail: fernandezpa@iese.edu In this paper‚ we describe the four main groups comprising the most widely used company valuation methods: balance sheet-based

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    Stock Valuation

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    Seminar Questions – Stock Valuation 1. How much should you pay for the preferred stock of the Dakota Doorknob Company if it has $100 par value‚ pays $8.50 a share in annual dividends‚ and your required rate of return is 10 percent? 2. NDV Corp.’s common stock is expected to pay a $2 dividend‚ which will grow at a compound rate of 4 percent indefinitely. a. If the market requires a 14 percent return‚ what should be the current market price of the stock? b. If the

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    BOND VALUATION

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    Chapter 6 Bond Valuation 6.5 Duration and Convexity Problem Given a 4-yr treasury bond with a face value of $1‚000‚ an annual coupon rate of 3.20%‚ which had a yield to maturity of 2.53%‚ this bond makes 2 semi-annual coupon payments. Thus has 8 periods until maturity and we are required to determine what the duration‚ modified duration‚ and convexity of this bond is‚ based on the Annual Percentage Rate (APR) and the Effective Annual Rate (EAR). Also‚ we are asked to explain an intuitive interpretation

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    Valuation of Mergers and Acquisitions SUBMITTED BY: DEBAYAN MUKHERJI PGDM ’"2008-2010 ROLL NO: 08PGDM083 INTERNATIONAL MANAGEMENT INSTITUTE‚ NEW DELHI CONTACT NUMBER: 09717443910 EMAIL : debayan.p08@imi.edu Valuation of Mergers and Acquisitions Mergers and acquisitions (more generally‚ takeovers) are an important means through which companies achieve economies of scale‚ face the competition‚ or respond to economic shocks. For example ‚how the $54 billion US chemical major

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