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Suppose a decision maker's risk attitude towards monetary gains or losses is given by the utility function x U ( x ) = (X+10.000) ^0.5.

Suppose a decision maker's risk attitude towards monetary gains or losses is given by the utility function U ( x ) = (X+10.000) ^0.5.

If the probability that one of the $5,500 family heirlooms will be stolen within the next year is 1%, how much is the decision maker willing to pay each year for an insurance policy that fully covers that probability? Loss of valuable possessions?

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