Suppose you have an exponential utility function given by U(x) =1 - exp(-x/R) where, for you, R = 1000. Further, suppose you have an investment with a 50/50 chance of returning either 0 or 2000 dollars. Note U(0) = 0 and U(2000) = 0.865, so the utility of the lottery is 0.432. What is the certain equivalent of that investment?
Suppose you have an exponential utility function given by U(x) =1 - exp(-x/R) where, for you, R = 1000. Further, suppose you have an investment with a 50/50 chance of returning either 0 or 2000 dollars. Note U(0) = 0 and U(2000) = 0.865, so the utility of the lottery is 0.432. What is the certain equivalent of that investment?
Chapter7: Uncertainty
Section: Chapter Questions
Problem 7.1P
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Transcribed Image Text:Suppose you have an exponential utility function given by U(x) =1- exp(-x/R) where, for you, R =
1000. Further, suppose you have an investment with a 50/50 chance of returning either 0 or 2000
dollars. Note U(0) = 0 and U(2000) = 0.865, so the utility of the lottery is 0.432. What is the certain
equivalent of that investment?
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