Assume that the production technology is such that each unit of output requires one unit of labor and that the government has a revenue requirement of one unit of labor. Also assume that there is a single consumer. a. Using a diagram, describe how the optimal tax on the consumption good is determined.
Assume that the production technology is such that each unit of output requires one unit of labor and that the government has a revenue requirement of one unit of labor. Also assume that there is a single consumer. a. Using a diagram, describe how the optimal tax on the consumption good is determined.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Assume that the production technology is such that each unit of output requires one unit of labor and that the government has a revenue requirement of one unit of labor. Also assume that there is a single consumer.
a. Using a diagram, describe how the optimal tax on the consumption good is determined.
Now assume that the consumer has preferences given by U = log(x) + log(10 + ), where x is consumption and is labor supply.
b. By maximizing utility subject to the budget constraint qx + w = 0, construct the consumer’s offer curve.
c. Treating the equations of the production frontier and the offer curve as a simultaneous system, determine the optimal tax rate.
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