Question
A market is characterized by the following functions: Demand: Q = 330 - 0.3P Supply: Q = 0.2 P - 20 What is the maximum
A market is characterized by the following functions:
Demand: Q = 330 - 0.3P
Supply: Q = 0.2 P - 20
What is the maximum amount of surplus this market can generate?
Using the above demand and supply, give an example of a price floor (set at a price less than $1,100) that would make producers worse off. In your example, calculate producer surplus
The government now establishes a $100 tax on buyers every time they purchase a unit of the good. What is the size of the deadweight loss generated by the tax?
Domestic buyers can now import at an international price of $300 per unit. Calculate consumer surplus, producer surplus and gains from trade.
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