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Consider the savings problem maxs0E{U[(YCIs)+U(sx~)]} Assume U(c)=E[c]21c2 - Show that if x~ASSDx~B with E[x~A]=E[x~A], then sA>sB Consider the savings problem s 20 Assume U(c) =

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Consider the savings problem maxs0E{U[(YCIs)+U(sx~)]} Assume U(c)=E[c]21c2 - Show that if x~ASSDx~B with E[x~A]=E[x~A], then sA>sB

Consider the savings problem s 20 Assume U(c) = Etc] 1 ixoc Show that if SSD .iB with = EEA], then > SB.

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