Assume that the supply curve is given by p = q and the demand
curve of p = 10-q. The production provides
create an externality that is 2 per device. How big tax revenue is
the state of one
corporation tax that eliminates externality?
In private market equilibrium, equating demand with supply,
10 - q = q
2q = 10
q = 5
p = q = 5
The externality of 2 units will shifft suply curve leftward by 2 units at every output level so that new supply function is
p - 2 = q
p = 2 + q
Equating with demand,
10 - q = 2 + q
2q = 8
q = 4
p = 10 - 4 = 6
When q = 4, new supply price = 2 + 4 = 6 and original supply price = 4.
The unit tax to eliminate externality is difference between the two supply prices, i.e. (6 - 4) = 2 (= externality cost).
Tax revenue = Unit tax x New quantity = 2 x 4 = 8
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