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Al, a risk- averse expected- utility maximizer with utility over wealth given by U(W), has W0 dollars that he can save or invest in a risky asset. With probability p the rate of return on the asset is rg>0, and with probability 1 - p the rate of return on the asset is rb <0 . (Note that if you invest x dollars in an asset with rate or return r, you end up with (1 + r)x dollars.)
i)What is Al's expected utility he invests x in the risky asset?
ii)Now suppose that Al's utility for wealth takes the form U(W)=- e- aW. Show that the optimal choice of x does not depend on W0.
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