The inverse demand function for soybeans is p = 30,000 – 6q. what is the quantity of soybeans produced that will maximize the total revenue in this market? a. 3,611 bushels. b. 5,000 bushels. 1,250 bushels. d. 2,500 bushels. none of the above. cC. e.
The inverse demand function for soybeans is p = 30,000 – 6q. what is the quantity of soybeans produced that will maximize the total revenue in this market? a. 3,611 bushels. b. 5,000 bushels. 1,250 bushels. d. 2,500 bushels. none of the above. cC. e.
Chapter4: Demand, Supply, And Market Equilibrium
Section: Chapter Questions
Problem 12P
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![The inverse demand function for soybeans is p = 30,000 – 6q. what is the quantity of soybeans
produced that will maximize the total revenue in this market?
a. 3,611 bushels.
b. 5,000 bushels.
1,250 bushels.
d. 2,500 bushels.
c.
е.
none of the above.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F47974081-bd6e-4039-939e-4831433698ee%2F9b76aa4b-fcd5-4475-b15e-b2dda116b405%2Fns5d84_processed.png&w=3840&q=75)
Transcribed Image Text:The inverse demand function for soybeans is p = 30,000 – 6q. what is the quantity of soybeans
produced that will maximize the total revenue in this market?
a. 3,611 bushels.
b. 5,000 bushels.
1,250 bushels.
d. 2,500 bushels.
c.
е.
none of the above.
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