Recall the locational indifference condition in the model of housing prices with com- muting costs: AP h(x)+Axt=0 A) If h(x)=750, have we modeled consumers as being able to substitute? How do you know? B) Derive the slope of the bid-rent curve when h(x) = 750 D) Rederive the slope of the bid-rent curve using h(x) = 650+x² E) Find the distance at which the two bid rent curves from part B and D have equal slope. (hint: set h() from part B equal to part D and solve).
Recall the locational indifference condition in the model of housing prices with com- muting costs: AP h(x)+Axt=0 A) If h(x)=750, have we modeled consumers as being able to substitute? How do you know? B) Derive the slope of the bid-rent curve when h(x) = 750 D) Rederive the slope of the bid-rent curve using h(x) = 650+x² E) Find the distance at which the two bid rent curves from part B and D have equal slope. (hint: set h() from part B equal to part D and solve).
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Question
![Recall the locational indifference condition in the model of housing prices with com-
muting costs:
AP · h(x) + Ax t = 0
A) If h(x) = 750, have we modeled consumers as being able to substitute? How do you know?
B) Derive the slope of the bid-rent curve when h(x)
= 750
D) Rederive the slope of the bid-rent curve using h(x)
= 650 + x2
E) Find the distance x at which the two bid rent curves from part B and D have equal slope.
(hint: set h(:) from part B equal to part D and solve).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe8b157b2-83e3-4f87-9f96-8c0447f3cda1%2Fff7ee963-e990-4e7a-969c-a9f8d6aeba89%2Fg4q9v5_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Recall the locational indifference condition in the model of housing prices with com-
muting costs:
AP · h(x) + Ax t = 0
A) If h(x) = 750, have we modeled consumers as being able to substitute? How do you know?
B) Derive the slope of the bid-rent curve when h(x)
= 750
D) Rederive the slope of the bid-rent curve using h(x)
= 650 + x2
E) Find the distance x at which the two bid rent curves from part B and D have equal slope.
(hint: set h(:) from part B equal to part D and solve).
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