Question: Consider a two goods price taking consumer with exogenously given uniform prices and income 1 whose preferences are represented by the utility model U =

$Consider a \"two goods\" price taking consumer with exogenously given uniform$

prices and income 1 whose preferences are represented by the utility model

Consider a \"two goods\" price taking consumer with exogenously given uniform prices and income 1 whose preferences are represented by the utility model U = [1n q1 + (12] E . (By the way, only good 1 is "logged"). Which of the following UMP "cases" are possible? [3 C C] None of the other choices C] D C] B

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