10. Jones and Smith are neighbors. Jones runs a marijuana shop out of his home. Smith, a doctor, sees patients at his home. Jones makes an annual profit of $1 million from operating his marijuana business. Smith earns $750,000 annually from his medical practice, but he would earn $2 million without the disruption caused by Jones' marijuana selling activities. (a) Suppose the law imposes no restriction on what a homeowner may do in his home. What would the outcome be, as predicted by Coase? (b) Suppose the law requires that one's neighbors consent to what a homeowner does in his home. What would the outcome be, as predicted by Coase? (c) How optimal would the outcome be in (a) and (b)?

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10. Jones and Smith are neighbors. Jones runs a marijuana shop out of his home. Smith, a
doctor, sees patients at his home. Jones makes an annual profit of $1 million from operating his
marijuana business. Smith earns $750,000 annually from his medical practice, but he would
earn $2 million without the disruption caused by Jones' marijuana selling activities.
(a) Suppose the law imposes no restriction on what a homeowner may do in his home. What
would the outcome be, as predicted by Coase?
(b) Suppose the law requires that one's neighbors consent to what a homeowner does in his
home. What would the outcome be, as predicted by Coase?
(c) How optimal would the outcome be in
(a) and
(b)?
Transcribed Image Text:10. Jones and Smith are neighbors. Jones runs a marijuana shop out of his home. Smith, a doctor, sees patients at his home. Jones makes an annual profit of $1 million from operating his marijuana business. Smith earns $750,000 annually from his medical practice, but he would earn $2 million without the disruption caused by Jones' marijuana selling activities. (a) Suppose the law imposes no restriction on what a homeowner may do in his home. What would the outcome be, as predicted by Coase? (b) Suppose the law requires that one's neighbors consent to what a homeowner does in his home. What would the outcome be, as predicted by Coase? (c) How optimal would the outcome be in (a) and (b)?
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