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Now consider an agent with preferences over R3 representable by utility function U(x) = log (min{x1, x2}) x3. a. Find the agent's Hicksian demand function

Now consider an agent with preferences over R3 representable by utility function U(x) = log (min{x1, x2}) x3. a. Find the agent's Hicksian demand function for each good, supposing that the utility guarantee is large enough that the Hicksian demand for good 3 is nonzero. b. Which goods are complements? Which are substitutes

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