5. Suppose you only have one neighbor and that she enjoys loud music such that her benefit from loudness is described as TB 30d B - .12d B2, where dB is in decibels, a measure of how loud she plays her music. You on the other hand, are annoyed by her music and the cost it imposes on you can be measured as TC = 3d B +.06d B2. The contract governing the duplex clearly states that music may not be played louder than 60 dB. As the contract is only enforceable by either you or the neighbor, propose a coasian solution that will make you both better off. %3D %3D

EBK CONTEMPORARY FINANCIAL MANAGEMENT
14th Edition
ISBN:9781337514835
Author:MOYER
Publisher:MOYER
Chapter14: Capital Structure Management In Practice
Section14.A: Breakeven Analysis
Problem 7P
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5. Suppose you only have one neighbor and that she enjoys loud music such that her
benefit from loudness is described as TB = 30d B - .12d B2, where dB is in decibels, a
measure of how loud she plays her music. You on the other hand, are annoyed by her
music and the cost it imposes on you can be measured as TC = 3d B + .06d B². The
contract governing the duplex clearly states that music may not be played louder than 60
dB. As the contract is only enforceable by either you or the neighbor, propose a coasian
solution that will make you both better off.
Transcribed Image Text:5. Suppose you only have one neighbor and that she enjoys loud music such that her benefit from loudness is described as TB = 30d B - .12d B2, where dB is in decibels, a measure of how loud she plays her music. You on the other hand, are annoyed by her music and the cost it imposes on you can be measured as TC = 3d B + .06d B². The contract governing the duplex clearly states that music may not be played louder than 60 dB. As the contract is only enforceable by either you or the neighbor, propose a coasian solution that will make you both better off.
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