Demand for high-end purses in a town is given as P = 600 – 0.01Q², and supply is given as P = 100 + 0.04Q2, where price is in dollars, and quantity is in number of purses. In order to keep high-end purses super exclusive, a number of local social media influencers lobby the government to impose a quota of 30 purses. In order to appear more in touch with the young social media crowd, the local government council agrees to implement the quota. a. Calculate the new consumer and producer surplus values after this intervention.
Demand for high-end purses in a town is given as P = 600 – 0.01Q², and supply is given as P = 100 + 0.04Q2, where price is in dollars, and quantity is in number of purses. In order to keep high-end purses super exclusive, a number of local social media influencers lobby the government to impose a quota of 30 purses. In order to appear more in touch with the young social media crowd, the local government council agrees to implement the quota. a. Calculate the new consumer and producer surplus values after this intervention.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![The Calculus of Consumer and Producer Surplus -End of Appendix Problem
Demand for high-end purses in a town is given as P = 600 – 0.01Q', and supply is given as P = 100 + 0.04Q2, where price is
in dollars, and quantity is in number of purses. In order to keep high-end purses super exclusive, a number of local social media
influencers lobby the government to impose a quota of 30 purses. In order to appear more in touch with the young social media
crowd, the local government council agrees to implement the quota.
a. Calculate the new consumer and producer surplus values after this intervention.
CS = $
PS = $
b. The deadweight loss associated with the quota is
$18,783.33.
$19,447.
O $16,216.67.
O $21,969.33.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3a78ac24-a649-404a-b72c-3da309171ebd%2F216fafcb-2c7e-4c8b-987a-8988beb54491%2Fqfk31is_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The Calculus of Consumer and Producer Surplus -End of Appendix Problem
Demand for high-end purses in a town is given as P = 600 – 0.01Q', and supply is given as P = 100 + 0.04Q2, where price is
in dollars, and quantity is in number of purses. In order to keep high-end purses super exclusive, a number of local social media
influencers lobby the government to impose a quota of 30 purses. In order to appear more in touch with the young social media
crowd, the local government council agrees to implement the quota.
a. Calculate the new consumer and producer surplus values after this intervention.
CS = $
PS = $
b. The deadweight loss associated with the quota is
$18,783.33.
$19,447.
O $16,216.67.
O $21,969.33.
![c. Suppose the local government institutes a price regulation (floor) at $591 instead of the quota. Calculate the new consumer
and producer surplus values after this intervention.
CS = $
PS = $
d. What is the deadweight loss associated with the price floor?
$16,216.67
$18,783.33
$19,447
$21,969.33
e. Consider this statement:
Comparing your answers regarding the price floor in parts e and d to those regarding the quota in parts a and b, it is evident that
quantity and price regulations can be set such that the outcomes are the same for consumers and producers.
The statement is
true.
false.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3a78ac24-a649-404a-b72c-3da309171ebd%2F216fafcb-2c7e-4c8b-987a-8988beb54491%2Ffahn7z_processed.jpeg&w=3840&q=75)
Transcribed Image Text:c. Suppose the local government institutes a price regulation (floor) at $591 instead of the quota. Calculate the new consumer
and producer surplus values after this intervention.
CS = $
PS = $
d. What is the deadweight loss associated with the price floor?
$16,216.67
$18,783.33
$19,447
$21,969.33
e. Consider this statement:
Comparing your answers regarding the price floor in parts e and d to those regarding the quota in parts a and b, it is evident that
quantity and price regulations can be set such that the outcomes are the same for consumers and producers.
The statement is
true.
false.
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