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Suppose Mary’s utility function for two goods X and Y is given by: U(X,Y) = 2X1/3 Y2/3
a) If Px = $4, Py = $5, and Income I = $200, compute Mary’s utility maximizing consumption bundle. Show the utility maximizing consumption bundle on a graph.
b) Suppose Px and Py are the same as in part (a), but Mary’s income falls to $150. Construct Mary’s Income Consumption Curve, and show Mary’s Engel Curve for Good X.
c) Suppose Py and Income are the same as in part (a), but Px falls to $2. On a graph, construct Mary’s demand curve for good X.
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A perfectly A Perfectly competitive firm has a MPL = 20-L. If P = $5 and w = $10/hr. What is the optimal quantity of labor demanded?
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q.based on the production function parameter estimates reporteda. which industry or industries appears to exhibit
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Explain what should be the production level if fixed costs rose to $70,000 per month. what should be the production level if the producer operates in a monopolistic competitive market where the price of software at each possible quantity.
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