The long-run cost function of one of the identical carrot-producing firms is C(g) = 45q -q° +0.01q°. The market demand curve is Q = 7,500 - 210p. Now, the government starts collecting a specific tax, t, on the carrot market. a. What are the long-run equilibrium price, market quantity, and number of firms as functions of t? b. How does the equilibrium market quantity change as t changes? a. The long-run equilibrium price as a function of t is p(t) = |: (Enter numerical values as whole numbers.)
The long-run cost function of one of the identical carrot-producing firms is C(g) = 45q -q° +0.01q°. The market demand curve is Q = 7,500 - 210p. Now, the government starts collecting a specific tax, t, on the carrot market. a. What are the long-run equilibrium price, market quantity, and number of firms as functions of t? b. How does the equilibrium market quantity change as t changes? a. The long-run equilibrium price as a function of t is p(t) = |: (Enter numerical values as whole numbers.)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![The long-run cost function of one of the identical carrot-producing firms is C(g) = 45g - q? + 0.01q°. The market demand curve is Q= 7,500 – 210p. Now, the
government starts collecting a specific tax, t, on the carrot market.
a. What are the long-run equilibrium price, market quantity, and number of firms as functions of t?
b. How does the equilibrium market quantity change as t changes?
a. The long-run equilibrium price as a function of t is p(t) = |. (Enter numerical values as whole numbers.)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6332bc2f-ff36-4d10-bc9e-1c52e4c0ee72%2Feb82b99e-7926-4500-ae50-7d080078a982%2F0o4pitk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The long-run cost function of one of the identical carrot-producing firms is C(g) = 45g - q? + 0.01q°. The market demand curve is Q= 7,500 – 210p. Now, the
government starts collecting a specific tax, t, on the carrot market.
a. What are the long-run equilibrium price, market quantity, and number of firms as functions of t?
b. How does the equilibrium market quantity change as t changes?
a. The long-run equilibrium price as a function of t is p(t) = |. (Enter numerical values as whole numbers.)
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