Principles of Corporate Finance (Mcgraw-hill/Irwin Series in Finance, Insurance, and Real Estate)
12th Edition
ISBN: 9781259144387
Author: Richard A Brealey, Stewart C Myers, Franklin Allen
Publisher: McGraw-Hill Education
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Chapter 22, Problem 21PS
Summary Introduction
To determine: The put value.
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A defender and a challenger are considered in a replacement analysis. The following decision tree
includes the data where FC: first cost, AB: annual benefit; C: Challenger and D: Defender. If annual
compound interest rate is 10%, when must we replace the defender?
Node no branch Cash flow
FC=-45,000 $
Life=20 yrs
AB= +8,500 $
FC=-10,000 $
Life=5 yrs
AB= +4,500 $
FC=-10,000 $
Life=5 yrs
10
2 D
1D
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FC=-35,000 $
Life=15 yrs
AB= +4,500 $
FC=-10,000 $
Life=5 yrs
AB= +5,000 $
FC=-25,000 $
Life=10 yrs
AB= +9,000 $
FC=-20,000 $
Life=5 yrs
AB= +6,000 $
FC=-15,000 $
Life=5 yrs
AB= +5,000 $
20
3
1D
20
10
2 D
Compute the price of the European call option using the R program introduced in class where K = 100, S0 = 85, r = 10%, σ = 25% and T=0.5 Year.
a. Use the Black-Scholes-Merton formula.
b. Use the Monte-Carlo method. (Decide on the number of iterations and time step by your own)
c. Compare the results in part a and b.
d. Do the same calculations for the put option price where all parameters are the same
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Chapter 22 Solutions
Principles of Corporate Finance (Mcgraw-hill/Irwin Series in Finance, Insurance, and Real Estate)
Ch. 22 - Expansion options Look again at the valuation in...Ch. 22 - Prob. 2PSCh. 22 - Prob. 3PSCh. 22 - Prob. 4PSCh. 22 - Prob. 5PSCh. 22 - Prob. 6PSCh. 22 - Real options True or false? a. Real-options...Ch. 22 - Prob. 8PSCh. 22 - Prob. 9PSCh. 22 - Expansion options Look again at Table 22.2. How...
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- Calculate the issue pricearrow_forwardYou are asked to investigate the three investment options shown in the table below for your fırm using incremental rate of return analysis. Your firm's MARR is 12%. The first incremental analysis you should perform using a defender-challenger approach is: Option A В C -8000 -6000 -10000 1 3500 2200 4200 2 3500 2300 4000 3500 2400 3800 IRR 15% 7% 10% O A-B O B-C O C-A O Incremental analysis is not required Yeararrow_forwardPlease don't use AI solutionarrow_forward
- 6. Since the minimum return rate is 6%, which of the following options is more appropriate? option A option B 100 option C 200 option D 500 Investment cost, ECU Annual profit, ECU/yıl 400 100.9 27.7 46.2 125.2 For all options, the service life is 5 years and the scrap value is zero.arrow_forwardUse a Compound interest table instead of the formula. Also please only Solve PART B. Please solve by hand and DO NOT USE Excel.arrow_forwardHow long do the following options have before they expire?Call Price = $5Put Price = $9Stock Price = $65Exercise Price = $70Risk-free rate = 3% per annumarrow_forward
- 10) Which of the following two options for purchasing an equipment has a lower net present cost? Assume a discount rate of 0.05. (Hint: Use Excel for easier calculations.) a. Initial payment of $2000, then $550 monthly for4 months. b. Initial payment of $3000, then $200 monthly for 5 months. 11) Why should a higher discount rate be applied to an investment with a higher risk?arrow_forwardOptions2. Construct profit diagrams at expiration time to show what position in META puts, calls and/or underlying stock best expresses the investor’s objectives described below. META currently sells for $210 so that profit diagrams between $150 and $250 in $10 increments are appropriate. Assume that at-the-money puts and calls currently cost$30 each. The call with strike $190 costs $40 and the call with strike $230 costs $20. (a) An investor wants to benefit from META price drops but does not want to lose more than $30 on the investment. (b) An investor wants to have a positive payoff if the upcoming META earnings announcement is close to market expectations—meaning that the price will not move by more than $20 dollars.arrow_forwardSuppose a Japanese company, Matsushita, has to sell Can$ 50 m sometime during the next 6 months, and would like to lock in a minimum ¥ value. The price of a put option with a strike price of K = ¥ 230/$ is ¥ 4/$ What is the actual amount that they receive if the spot rate at the end of 3 months is ¥ 245/$?Since ST >K, the options are worthless and Matsushita can do better by selling at the market rate of ¥ 245/$, rather than the exercise price of ¥ 230/$. Thus, their total receipts will be O¥4/$ O¥ 234 / $ O¥241/$ O¥ 230 / $arrow_forward
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