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Business, 12.04.2021 14:10 naomicervero

A consumer has wealth W = Ghc 100 and faces a 50% probability that he will require a surgical procedure which costs Ghc 64. He behaves as if he maximizes his expected utility and his utility
function is U (W) =

(i) Sketch a graph showing the utility function, the consumer's wealth when he does and
does not need surgery, and expected utility as the probability of needing surgery varies
between zero and one.
[2 marks]
(ii) What is the expected loss the consumer faces? Calculate, and indicate on your graph.
[2 marks]
(iii) What is the maximum price he would pay for full insurance Calculate, and indicate on
[2 marks]
your graph.
(iv) A competitive (hence, zero profit), zero cost insurance industry provides only full
[2 marks]
insurance contracts. What is the equilibrium price for full insurance?
(v) Are consumers better off due to the existence of insurance? Briefly explain. [2 marks]​


\sqrt{w }

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