Question

13.10 Two risky gambles were proposed at the beginning of the chapter: CHAPTER 13 RISK ATTITUDES Win $30 with probability 0.5 Lose $1 with probability 0.5 Win $2000 with probability 0.5 Lose $1900 with probability 0.5 Game1 Game 2 Many of us would probably pay to play Game 1 but would have to be paid to participate in Game 2. Is this true for you? How much would you pay (or have to be paid) to take part in either game?

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Answer #1

EXpected value of game 1

= $ 30*0.5+(- $ 1)*0.5 = $ 14.5

EXpected value of game 2

= $ 2000*0.5+(- $ 1900)*0.5 = $ 50

We should pay to play game 2 as it has high expected value

$ 1 for Game 1 and $ 1900 for game 2

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