You own a small networking startup. You have just received an offer to buy your firm from a large, publicly traded firm, JCH Systems. Under the terms of the offer, you will receive 1 million shares of JCH. JCH stock currently trades for $25.01 per share. You can sell the shares of JCH that you will receive in the market at any time. But as part of the offer, JCH also agrees that at the end of one year, it will buy the shares back from you for $25.01 per share if you desire. Suppose the current one-year risk-free rate is 6.49%, the volatility of JCH stock is 30.4%, and JCH does not pay dividends. Round all intermediate values to five decimal places as needed. a. Is this offer worth more than $25.01 million? Explain. b. What is the value of the offer? a. Is this offer worth more than $25.01 million? Explain. (Select the best choice below.) OA. The offer is worth exactly $25.01 million because that is the price of the shares today. B. The offer is worth more than $25.01 million because of the put option. C. The offer is worth less than $25.01 million because of the put option. D. The offer is worth more than $25.01 million because you might be able to sell the shares at a higher price. b. What is the value of the offer? The value is $million. (Round the two decimal places.)

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
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You own a small networking startup. You have just received an offer to buy your firm from a large, publicly traded firm,
JCH Systems. Under the terms of the offer, you will receive 1 million shares of JCH. JCH stock currently trades for
$25.01 per share. You can sell the shares of JCH that you will receive in the market at any time. But as part of the offer,
JCH also agrees that at the end of one year, it will buy the shares back from you for $25.01 per share if you desire.
Suppose the current one-year risk-free rate is 6.49%, the volatility of JCH stock is 30.4%, and JCH does not pay
dividends. Round all intermediate values to five decimal places as needed.
a. Is this offer worth more than $25.01 million? Explain.
b. What is the value of the offer?
a. Is this offer worth more than $25.01 million? Explain. (Select the best choice below.)
OA. The offer is worth exactly $25.01 million because that is the price of the shares today.
B. The offer is worth more than $25.01 million because of the put option.
C. The offer is worth less than $25.01 million because of the put option.
D. The offer is worth more than $25.01 million because you might be able to sell the shares at a higher price.
b. What is the value of the offer?
The value is $ million. (Round the two decimal places.)
Transcribed Image Text:You own a small networking startup. You have just received an offer to buy your firm from a large, publicly traded firm, JCH Systems. Under the terms of the offer, you will receive 1 million shares of JCH. JCH stock currently trades for $25.01 per share. You can sell the shares of JCH that you will receive in the market at any time. But as part of the offer, JCH also agrees that at the end of one year, it will buy the shares back from you for $25.01 per share if you desire. Suppose the current one-year risk-free rate is 6.49%, the volatility of JCH stock is 30.4%, and JCH does not pay dividends. Round all intermediate values to five decimal places as needed. a. Is this offer worth more than $25.01 million? Explain. b. What is the value of the offer? a. Is this offer worth more than $25.01 million? Explain. (Select the best choice below.) OA. The offer is worth exactly $25.01 million because that is the price of the shares today. B. The offer is worth more than $25.01 million because of the put option. C. The offer is worth less than $25.01 million because of the put option. D. The offer is worth more than $25.01 million because you might be able to sell the shares at a higher price. b. What is the value of the offer? The value is $ million. (Round the two decimal places.)
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