FOUNDATIONS OF FINANCE- MYFINANCELAB
FOUNDATIONS OF FINANCE- MYFINANCELAB
10th Edition
ISBN: 9780135160572
Author: KEOWN
Publisher: PEARSON
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Chapter 11, Problem 17SP

(Real options and capital budgeting) Go-Power Batteries has developed a high-voltage nickel–metal hydride battery that can be used to power a hybrid automobile. It can sell the technology immediately to Toyota for $10 million, or alternatively, Go-Power Batteries can invest $50 million in a plant and produce the batteries for itself and sell them. Unfortunately, given the current size of the market for hybrids, the present value of the cash flows from such a plant would be only $40 million, implying that the plant has a negative expected NPV of –$10 million. What are the real options that are being ignored in this analysis? Can you come up with a compelling reason why Go-Power should keep the technology rather than sell it to Toyota?

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(Real options and capital budgeting) Go-Power Batteries has developed a high-voltage nickel-metal hydride battery that can be used to power a hybrid automobile and it can sell the technology immediately to Toyota for $11.9 million. Alternatively, Go-Power Batteries can invest $51.6 million in a plant and produce the batteries for itself and sell them. Unfortunately, the present value of the cash flows from such a plant would only be $39.2 million, such that the plant has a negative expected NPV of - $12.4 million. The problem, Go-Power executives recognize, is the small size of the market for a hybrid car today. Under what assumptions might Go-Power Batteries decide not to sell the technology to Toyota and delay investment in the new plant? (Select all that apply.) | A. As long as Go-Power Batteries had patent protection none of its competitors will develop a superior technology that makes the hydride battery obsolete. B. Even if Go-Power Batteries had patent protection a competitor…
An auto plant that costs $170 million to build can produce a line of flexfuel cars that will produce cash flows with a present value of $230 million if the line is successful but only $100 million if it is unsuccessful. You believe that the probability of success is only about 50%. You will learn whether the line is successful immediately after building the plant. a. Calculate the NPV. Suppose the plant can be sold for $150 million to another automaker if the auto line is not successful.  b. Calculate the NPV.
A fin-tech firm is considering devising a new payment system. The initial cost for developing this system will be $20 million today. Once the system development is completed, in one year, the system will be sold to a major bank for $25 million. Assume that both the development of the system and the sale of the project for $25 million are certain. The firm can pay $20 million of investment entirely using its own cash. Or the firm can also raise funds to finance part of the investment by issuing a security that will pay investors $11 million in one year. Suppose the risk-free rate of interest is 10%. What is the NPV of this project if the fin-tech firm invests its own money and does not issue the new security? What is the NPV if the firm issues the new security? Briefly explain your answer by comparing the NPVs
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