A consumer who only consumes x and y has tastes that can be described by the utility function u(x,y)=(x^0.8)(y^(1-0.8)) and income of 1,254. The price of good x is 5.7 and the price of good y, a composite good, is 1. When a distortionary tax on good x increases its price to 9.5, the deadweight loss is ___. (Round your answer to two decimal points.)
A consumer who only consumes x and y has tastes that can be described by the utility function u(x,y)=(x^0.8)(y^(1-0.8)) and income of 1,254. The price of good x is 5.7 and the price of good y, a composite good, is 1. When a distortionary tax on good x increases its price to 9.5, the deadweight loss is ___. (Round your answer to two decimal points.)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Question
A consumer who only consumes x and y has tastes that can be described by the utility function u(x,y)=(x^0.8)(y^(1-0.8)) and income of 1,254. The price of good x is 5.7 and the price of good y, a composite good, is 1. When a distortionary tax on good x increases its price to 9.5, the deadweight loss is ___. (Round your answer to two decimal points.)
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