Soft drink producer's operation in each week produces q liters of mineral water at a cost of aq) = 2000 + 5q+ 0.001q dollars, selling its output at $15 a liter. The government decides to levy a tax of r dollars a liter on the producer's output, knowing that the producer will adjust the output to maximize its profit with respect to changed situations. . What is the government's maximum tax revenue T= rq , and at what tax rate is achieved (? p. b) Investigate the relationship between producer's maximum profit change and tax ? . C) discuss the situation. %3D
Soft drink producer's operation in each week produces q liters of mineral water at a cost of aq) = 2000 + 5q+ 0.001q dollars, selling its output at $15 a liter. The government decides to levy a tax of r dollars a liter on the producer's output, knowing that the producer will adjust the output to maximize its profit with respect to changed situations. . What is the government's maximum tax revenue T= rq , and at what tax rate is achieved (? p. b) Investigate the relationship between producer's maximum profit change and tax ? . C) discuss the situation. %3D
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![Soft drink producer's operation in each week
produces q liters of mineral water at a cost of
ag) = 2000 + 5g+ 0.001q dollars, selling its
output at $15 a liter. The government decides
to levy a tax of r dollars a liter on the
producer's output, knowing that the producer
will adjust the output to maximize its profit
with respect to changed situations.
a. What is the government's maximum tax
revenue T= rq , and at what tax rate is
achieved (?
5. b) Investigate the relationship between
producer's maximum profit change and tax ?
c. C) discuss the situation .](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe8cbb00a-fb96-4da8-bfc0-2cdfed5b17b9%2Ff2490fdc-6df8-4f3c-a703-65a7393f9710%2F4brgsrg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Soft drink producer's operation in each week
produces q liters of mineral water at a cost of
ag) = 2000 + 5g+ 0.001q dollars, selling its
output at $15 a liter. The government decides
to levy a tax of r dollars a liter on the
producer's output, knowing that the producer
will adjust the output to maximize its profit
with respect to changed situations.
a. What is the government's maximum tax
revenue T= rq , and at what tax rate is
achieved (?
5. b) Investigate the relationship between
producer's maximum profit change and tax ?
c. C) discuss the situation .
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