In a two good exchange economy, consumer A has utility is given by Ua (X1, X2)= min {2X1, 3X2} . Consumer B has utility given by Ub (X1, X2) = X1 + X2 . Each consumer starts with an endowment of 1 of each good. Suppose that P2 = 1 . Under the competitive equilibrium, how many units of good 1 will consumer B have?
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