Consider a lottery with two equally likely outcomes, $ 25 and $ 144, with associated utility
function of individuals A, ua (m) = √100m and individual B, ub (m)= 5 meter square
a) Determine expected utility and utility of expected value of the lottery for each
individual?
b) Define and compare certainty equivalent of individual A and B?
c) Compare risk premium of individuals A and B? Why risk premium of individual A is
higher?
d) Compare and interpret the absolute risk aversion, ra (m) of the two persons?
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