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Imagine a world with two individuals, a rich one denoted by R, and a poor one denoted by P. Both individuals consume gas, and their demands are given by QR = 100 - 0.5P and QP = 60 - P respectively, where P is the price of gas, and QR and QP are the quantities consumed. Imagine the price of gas is $40. The government wants to introduce a carbon tax of $10 per units of gas consumed, but is concerned about the impact it will have on the poor individual. (a) Is it possible to collect new tax revenue, and at the same time guarantee that the poor individual will not be made worse-off by the new carbon tax? Be specific, and make sure you calculate the final tax revenue. Assume the government is able to observe who is poor and who is rich. (b) So far, we have assumed that the supply of gas was perfectly elastic. Imagine that the supply was no longer perfectly elastic, would it be easier or harder to guarantee that the poor individual is not made worse-off by the new carbon tax? Be specific; using a graph may be helpful.
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Some commentators have argued that the failure of the “Super committee” is good thing for the economy? Do you agree?
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Article Review Question: Read the following excerpts from the article "Fruit, veg costs surge' by Todd, Dagwell, published in the Herald on January 25th 2011 and answer questions below:
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"Does the economic bailout of Spain and Greece spell the beginning of the end for the European Monetary Union (EMU)?"
Read the rules of the game, the overview and the almanac for the Development Game "Settlers of Catan"
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