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Suppose that Beatrice has convex preferences of the form U=x 1 +4 x 2 3 (these are convex, but not Cobb-Douglas).If p 1 =2 and
Suppose that Beatrice has convex preferences of the form U=x1+4x23 (these are convex, but not Cobb-Douglas).If p1=2 and p2=96 and Beatrice's income is $192, what is here optimal choice of x1 and x2?Graph this optimum?How does this change if income rises to $384?What do you notice about Beatrice's preferences?
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