A village has a water reservoir that individuals A and B have access rights to. Both users A and B want to consume water from the reservoir. The total supply of water there is limited to 14 due to a dry weather this year. User A has inverse demand function: P 20-Q. User A has marginal cost of pumping water from the reservoir (so that he can irrigate his farm): MC=4. For user B, her inverse demand function is P =10-0.5Q. User B has marginal cost of pumping water (so that she can grow fish in her water garden): MC=2. User A's marginal net benefit function (MNB) is MNBA= QA. User B's MNBB%3D QB.
A village has a water reservoir that individuals A and B have access rights to. Both users A and B want to consume water from the reservoir. The total supply of water there is limited to 14 due to a dry weather this year. User A has inverse demand function: P 20-Q. User A has marginal cost of pumping water from the reservoir (so that he can irrigate his farm): MC=4. For user B, her inverse demand function is P =10-0.5Q. User B has marginal cost of pumping water (so that she can grow fish in her water garden): MC=2. User A's marginal net benefit function (MNB) is MNBA= QA. User B's MNBB%3D QB.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:A village has a water reservoir that individuals A and B have access rights to. Both users A and B want to
consume water from the reservoir. The total supply of water there is limited to 14 due to a dry weather this
year. User A has inverse demand function: P = 20-Q. User A has marginal cost of pumping water from the
reservoir (so that he can irrigate his farm): MC=4. For user B, her inverse demand function is P =10-0.5Q.
User B has marginal cost of pumping water (so that she can grow fish in her water garden): MC=2.
User A's marginal net benefit function (MNB) is MNBA=
QA. User B's MNBB=
QB.
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