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Hey, so I've been having some major issues dissecting and understanding this problem set. PS5.2.1 - PS5.2.5 Can and do you mind helping me out

Hey, so I've been having some major issues dissecting and understanding this problem set.

PS5.2.1 - PS5.2.5

Can and do you mind helping me out with this? I can't afford any wrong answers at this point.

Thank you and God bless!

( Also, don't be alarmed by the number of pictures,; a lot of them have overlapping questions)

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Problem PS5.2.1 1 point possible (graded) Facebook's board of directors is considering changing Mark Zuckerberg's compensation package (Mark Zuckerberg is the CEO of Facebook). They have decided on three potential compensation packages. In compensation package 1, Zuckerberg would be paid a flat salary of $100, but he would be fired if Facebook lost money (resulting in payoff of $0). In compensation package 2, Zuckerberg would be given 1 share of Facebook stock. He would never be fired for any reason. In compensation package 3, Zuckerberg would be given stock options to buy 1 share of Facebook at the current price (which is $100). Right now, Facebook has three investment opportunities. Opportunity A is to hire more talented programmers. This will increase the value of Facebook's stock to $102 with certainty. Opportunity B is to start a secret effort to create a search competitor to Google. This opportunity has a 90% probability of reducing the value of one share of Facebook stock to $0 and a 10% probability of increasing the value of a share of Facebook's stock to $1000. Finally, Opportunity C of entering the smartphone market has a 50% chance of decreasing the value of Facebook's stock to $90 and a 50% chance of increasing the value of a share of Facebook's stock to $200. Suppose that Mark Zuckerberg maximizes the expected value of his compensation and that Facebook shareholders want to maximize the expected value of share's of Facebook stock. (The expected value of a random variable is the average outcome. When there are two potential outcomes y1 and y2 with probabilities p1 and (1 - p1 ), the expected value of y is E [y ] = piyi + (1 - p1) yz.) Which opportunity would the Facebook shareholders prefer Mark Zuckerberg to choose? The answer cannot be determined from provided information Opportunity BWhich opportunity would the Facebook shareholders prefer Mark Zuckerberg to choose? The answer cannot be determined from provided information O Opportunity B Opportunity C Opportunity A Submit You have used 0 of 2 attempts Save Problem PS5.2.2 1 point possible (graded) What opportunity would Zuckerberg choose if given the compensation package 1 (a flat salary with the possibility of being fired)? O. The answer cannot be determined from provided information Opportunity Bck@87baBaeb4aff47dc8dle... What opportunity would Zuckerberg choose if given the compensation package 1 (a flat salary with the possibility of being fired)? The answer cannot be determined from provided information Opportunity B Opportunity C Opportunity A Submit You have used 0 of 2 attempts Problem PS5.2.3 1 point possible (graded) What opportunity would Zuckerberg choose if given the compensation package 2 (1 Facebook share)? The answer cannot be determined from provided information Opportunity BWhat opportunity would Zuckerberg choose if given the compensation package 2 (1 Facebook share)? The answer cannot be determined from provided information Opportunity B Opportunity C Opportunity A Submit You have used O of 2 attempts Save Problem PS5.2.4 1 point possible (graded) What opportunity would Zuckerberg choose if given the compensation package 3 (1 Facebook stock option at the current price of $100)? The answer cannot be determined from provided information Opportunity BWhat opportunity would Zuckerberg choose if given the compensation package 3 (1 Facebook stock option at the current price of $100)? The answer cannot be determined from provided information Opportunity B Opportunity C Opportunity A Submit You have used 0 of 2 attempts Save Problem PS5.2.5 0.0/1.0 point (graded) Which compensation package exactly aligns Zuckerberg's incentives regarding different investment opportunities with those of the shareholders? O Compensation package 1 Compensation package 2Which compensation package exactly aligns Zuckerberg's incentives regarding different investment opportunities with those of the shareholders? Compensation package 1 Compensation package 2 O Compensation package 3 None of the above Which compensation package incentives Zuckerberg to choose the riskiest investment opportunities? None of the above Compensation package 2 Compensation package 3 Compensation package 1 Which compensation package is most expensive?https://learning.ed Which compensation package is most expensive? O Compensation package 3 Compensation package 1 O The answer cannot be determined from given information Compensation package 2 Which compensation package is least expensive? O Compensation package 2 Compensation package 1 The answer cannot be determined from given information Compensation package 3 Submit You have used 0 of 2 attempts

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