The demand curve for a public park for two consumers who represent society is given by:
๐ = 150 โ ๐๐ท1, ๐ = 250 โ ๐๐ท2
Graph the two demand curves and show the marginal social benefit curve for this public
park. If the marginal cost of providing the park was โฌ240, what would the optimum
provision of this park be? Explain why any quantity above or below this amount would
represent a less than efficient allocation.
If ๐ = 150 โ ๐๐ท1, ๐ = 250 โ ๐๐ท2, then Qd1 = 150 - P, Qd2 = 250 - P.
Total demand is Qd = Qd1 + Qd2 = 400 - 2P.
MSB = Qd2 = 250 - P or P = 250 - Q.
If the marginal cost of providing the park was โฌ240, then:
MSB = MC,
250 - Q = 240,
Q = 10 units.
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