The long-run supply curve for a particular type of kitchen knife is a hori- zontal line at a price of $3 per knife. The demand curve for such a kitchen knife is Q, = 50 – 2P where Q, is the quantity of knives demanded (in millions per year) and P is the price per knife (in dollars). 253 CHAPTER 7: PERFECT COMPETITION a. What is the equilibrium output of such knives? b. If a tax of $1 is imposed on each knife, what is the equilibrium output of such knives? (Assume the tax is collected by the government from the suppliers of knives.)

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6. The long-run supply curve for a particular type of kitchen knife is a hori-
zontal line at a price of $3 per knife. The demand curve for such a kitchen
knife is
Qp = 50 – 2P
where Q, is the quantity of knives demanded (in millions per year) and P is
the price per knife (in dollars).
253
CHAPTER 7: PERFECT COMPETITION
a. What is the equilibrium output of such knives?
b. If a tax of $1 is imposed on each knife, what is the equilibrium output
of such knives? (Assume the tax is collected by the government from the
suppliers of knives.)
Transcribed Image Text:6. The long-run supply curve for a particular type of kitchen knife is a hori- zontal line at a price of $3 per knife. The demand curve for such a kitchen knife is Qp = 50 – 2P where Q, is the quantity of knives demanded (in millions per year) and P is the price per knife (in dollars). 253 CHAPTER 7: PERFECT COMPETITION a. What is the equilibrium output of such knives? b. If a tax of $1 is imposed on each knife, what is the equilibrium output of such knives? (Assume the tax is collected by the government from the suppliers of knives.)
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