Determining the Effect of Taxes on a Market Suppose all firms in a constant cost industry have identical costs of C(q)=5q²+6q+20. The market demand is Qo=256-2p. (a) Find the long-run equilibrium: Q*, q*, p*, and N*. (b) Suppose the government restricts the market to 41 firms. To do so, firms are required to get : permit to operate, but only 41 permits are issued in total. Find the equilibrium price and quantity. (c) Suppose instead of permits, the government simply charges all firms a fixed fee to operate of F=60. What is the resulting equilibrium price, quantity, and number of firms?

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Determining the Effect of Taxes on a Market
Suppose all firms in a constant cost industry have identical costs of C(q)=5q²+6q+20. The market
demand is Qo=256 – 2p.
(a) Find the long-run equilibrium: Q*, q*, p*, and N*.
(b) Suppose the government restricts the market to 41 firms. To do so, firms are required to get i
permit to operate, but only 41 permits are issued in total. Find the equilibrium price and
quantity.
(c) Suppose instead of permits, the government simply charges all firms a fixed fee to operate of
F=60. What is the resulting equilibrium price, quantity, and number of firms?
Transcribed Image Text:Determining the Effect of Taxes on a Market Suppose all firms in a constant cost industry have identical costs of C(q)=5q²+6q+20. The market demand is Qo=256 – 2p. (a) Find the long-run equilibrium: Q*, q*, p*, and N*. (b) Suppose the government restricts the market to 41 firms. To do so, firms are required to get i permit to operate, but only 41 permits are issued in total. Find the equilibrium price and quantity. (c) Suppose instead of permits, the government simply charges all firms a fixed fee to operate of F=60. What is the resulting equilibrium price, quantity, and number of firms?
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