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Suppose individuals have different health levels H, where H is distributed uniformly between 0 and 9. The marginal cost of medical care depends on an individual's health H, and is characterized by the function MC=1000+1000*H (notice that a higher value of H corresponds to a sicker person, with higher marginal costs, so the left edge of the graph corresponds to the sickest person with H=9, and the right edge of the graph corresponds to the healthiest person with H=0). Individuals are risk averse, there is a single insurance plan available for purchase (as in the Akerlof model, NOT the R-S model), and individuals have utility functions for this insurance plan that result in a risk premium equal to RP=1000*H.
This document contains various important questions and their appropriate answers in the subject field of Economics.
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