You are planning to produce a new action figure called "Nia." However, you are very uncertain about the demand for the product. If it is a hit, you will have net cash flows of $66 million per year for three years (starting next year [i.e., at t = 1]). If it fails, you will only have net cash flows of $26 million per year for two years (also starting next year). There is an equal chance that it will be a hit or failure (probability = 50 percent). You will not know whether it is a hit or a failure until the first year's cash flows are in (i.e., at t = 1). You must spend $112 million immediately for equipment and the rights to produce the figure. If you can sell your equipment for $76 million once the first year's cash flows are received, calculate the value of the abandonment option. (The discount rate is 10 percent.)   Multiple Choice   $23.80   −$7.37   $0.00   $16.43

Intermediate Financial Management (MindTap Course List)
13th Edition
ISBN:9781337395083
Author:Eugene F. Brigham, Phillip R. Daves
Publisher:Eugene F. Brigham, Phillip R. Daves
Chapter14: Real Options
Section: Chapter Questions
Problem 3MC: Tropical Sweets is considering a project that will cost $70 million and will generate expected cash...
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You are planning to produce a new action figure called "Nia." However, you are very uncertain about the demand for the product. If it is a hit, you will have net cash flows of $66 million per year for three years (starting next year [i.e., at t = 1]). If it fails, you will only have net cash flows of $26 million per year for two years (also starting next year). There is an equal chance that it will be a hit or failure (probability = 50 percent). You will not know whether it is a hit or a failure until the first year's cash flows are in (i.e., at t = 1). You must spend $112 million immediately for equipment and the rights to produce the figure. If you can sell your equipment for $76 million once the first year's cash flows are received, calculate the value of the abandonment option. (The discount rate is 10 percent.)

 

Multiple Choice
  •  

    $23.80

  •  

    −$7.37

  •  

    $0.00

  •  

    $16.43

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