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Eric chooses between two goods, good x and good y , whose prices are px and py , respectively. Eric has an income I and

Eric chooses between two goods, good x and good y , whose prices are px and py , respectively. Eric has an income I and his preferences are represented by the utility function U(x,y) = 4xy.

(a) (6 points) Derive Eric's Marshallian demand function for each of the two goods. Are either of the two goods inferior?

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