Suppose the costs of producing a low-quality blue-tooth headphone is $12 and $16 to produce a high-quality one. Consumers cannot distinguish high-quality from low- quality prior to buying. Assume that consumers value headphones at their cost of production and are risk-neutral. a) How many of the firms produce will produce high-quality speakers and how many produce low-quality speakers? b) Describe the equilibrium in this market. c) What happens if consumers are willing to pay $36 for high-quality speakers. Describe this new equilibrium. d) Compare parts b) and c). Explain all your results. Please show equations to justify the answer. Thank you!

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter18: Asymmetric Information
Section: Chapter Questions
Problem 18.7P
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Suppose the costs of producing a low-quality
blue-tooth headphone is $12 and $16 to
produce a high-quality one. Consumers
cannot distinguish high-quality from low-
quality prior to buying. Assume that
consumers value headphones at their cost of
production and are risk-neutral.
a) How many of the firms produce will
produce high-quality speakers and how many
produce low-quality speakers?
b) Describe the equilibrium in this market.
c) What happens if consumers are willing to
pay $36 for high-quality speakers. Describe
this new equilibrium.
d) Compare parts b) and c). Explain all your
results.
Please show equations to justify the answer.
Thank you!
Transcribed Image Text:Suppose the costs of producing a low-quality blue-tooth headphone is $12 and $16 to produce a high-quality one. Consumers cannot distinguish high-quality from low- quality prior to buying. Assume that consumers value headphones at their cost of production and are risk-neutral. a) How many of the firms produce will produce high-quality speakers and how many produce low-quality speakers? b) Describe the equilibrium in this market. c) What happens if consumers are willing to pay $36 for high-quality speakers. Describe this new equilibrium. d) Compare parts b) and c). Explain all your results. Please show equations to justify the answer. Thank you!
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