Assume there are two firms in a Hoteling Linear city. One firm is located at zero and the other at one. Assume the following utility equations: U0=v−p−tx+μ, U1=v−pn−t(1−x). Where U0 is utility from buying the good from the firm located at zero, p is the price for the firm at point zero, t is the travel cost and μ is bonus utility because the firm at point zero makes people a little bit happier. U1 is utility from buying the good from the firm at point one and pn is the price. Part a) Find the indifferent consumer
Assume there are two firms in a Hoteling Linear city. One firm is located at zero and the other at one. Assume the following utility equations: U0=v−p−tx+μ, U1=v−pn−t(1−x). Where U0 is utility from buying the good from the firm located at zero, p is the price for the firm at point zero, t is the travel cost and μ is bonus utility because the firm at point zero makes people a little bit happier. U1 is utility from buying the good from the firm at point one and pn is the price. Part a) Find the indifferent consumer
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Assume there are two firms in a Hoteling Linear city. One firm is located at zero and the other at one. Assume the following utility equations: U0=v−p−tx+μ, U1=v−pn−t(1−x). Where U0 is utility from buying the good from the firm located at zero, p is the price for the firm at point zero, t is the travel cost and μ is bonus utility because the firm at point zero makes people a little bit happier. U1 is utility from buying the good from the firm at point one and pn is the price.
Part a) Find the indifferent consumer
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