On Sundays people in Los Angeles consider taking a boat to
Catalina Island to spend the day on the beach there. The utility
that a person gets from visiting Catalina is 1 − [n/120] − p, where
n is the number of visitors on the island and p is the price of
round-trip transportation (by boat). (Note that a visitor obtains
more satisfaction if there are fewer other visitors on the island.)
The utility of staying home is zero.
Part A: In equilibrium, how many people visit the island on a given
Sunday? (Your answer should depend on p.)
Part B: Suppose that the boat companies can transport people to and
from the island at zero cost. If the boat transportation market is
perfectly competitive, what is the equilibrium price p∗ and what is
the number of visitors n∗?
Part C: Compute the total surplus in this market in the equilibrium
of part (b).
Part D: How does an externality arise in this problem and is it
positive or negative?
Part E: Now suppose that the demand for boat transportation is
served by a monopoly firm. That is, a single firm sets the price p.
What price will the monopolist set and how many people will visit
the island?
Part F: Compute the total surplus for the outcome of part (e). Is
the monopoly good or bad for the economy? Explain.





On Sundays people in Los Angeles consider taking a boat to Catalina Island to spend the...
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