Question: Question 1) Suppose we wish to construct the utility function of Jill. Jill has to make a decision under uncertainty. The worst outcome that Jill

Question 1) Suppose we wish to construct the

Question 1) Suppose we wish to construct the utility function of Jill. Jill has to make a decision under uncertainty. The worst outcome that Jill faces is $10,000 (i.e., she may lose $10,000 ) whereas the best outcome is $30,000. Therefore, there is a need to construct Jill's utility function between these two extreme values. Jill reported the following about her preferences: i) she is indifferent between a lottery that either offers $10,000 or $30,000 with equal probabilities and a sure outcome $3,400 (sure loss $3,400 ), ii) she is indifferent between a lottery that either offers $10,000 or $3,400 with equal probabilities and a sure outcome $8,000 (sure loss $8,000 ), iii) she is indifferent between a lottery that either offers $3,400 or $30,000 with equal probabilities and a sure outcome $8,000

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