Chapter 8/Application: The Costs of Taxation ❖ 85
49. If the size of a tax triples, the deadweight loss increases by a factor of six.
50. Economist Arthur Laffer made the argument that tax rates in the United States were so high that reducing the
rates would increase tax revenue.
51. The Laffer curve is the curve showing how tax revenue varies as the size of the tax varies.
52. The result of the large tax cuts in the first Reagan Administration demonstrated very convincingly that Arthur
Laffer was correct when he asserted that cuts in tax rates would increase tax revenue.
53. The idea that tax cuts would increase the quantity of labor supplied, thus increasing tax revenue, became know
as supply-side economics.
54. The Laffer curve illustrates how taxes in markets with greater elasticities of demand compare to taxes in mar-
kets with smaller elasticities of supply.
55. The more elastic are supply and demand in a market, the greater are the distortions caused by a tax on that
market, and the more likely it is that a tax cut in that market will raise tax revenue.
56. The optimal tax is difficult to determine because although revenues rise and fall as the size of the tax increas-
es, deadweight loss continues to increase.
57. Suppose that a university charges students a $100 “tax” to register for business classes. The next year the uni-
versity raises the “tax” to $150. The deadweight loss from the “tax” triples.