10. Problems and Applications Q10 A market is described by the following supply-and-demand curves:
Instead of a price control, the government levies a tax on producers of $40. As a result, the new supply curve is:
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Qs = 3P
Qd = 400 - P
equilibrium where Qs = Qp
3P = 400 - P
P= $100
Q = 3*100 = 300
Price ceiling are maximum prices set by govt. for a particular good and as the market price is less than $120 ( price ceiling), this price ceiling is not binding.
The equilibrium price is $100 and the equilibrium quantity is 300.
Suppose the government imposes a price ceiling of $120. This price ceiling is not binding , and the market price will be $100. The quantity supplied will be 300 , and the quantity demanded will be 300.
Therefore, a price ceiling of $120 will result in neither surplus nor shortage.
Suppose the government imposes a price floor of $120. This price floor is binding, and the market price will be $120 . The quantity supplied will be 360 and the quantity demanded will be 280 . Therefore, a price floor of $120 will result in surplus .
Explanation:
Price floor are minimum prices set by govt. for a particular good and as the market price is less than $120 ( price floor), this price floor is binding.
Qs at P = 120,
Qs = 3*120 = 360
Qd at P = 120,
Qd = 400 - 120 = 280
As Qs> Qd - there is surplus
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Instead of a price control, the government levies a tax on producers of $40. As a result, the new supply curve is
Qs = 3(P- 40) = 3P - 120
the market price will be
Qd = Qs
400 - P = 3P - 120
520 = 4P
P = $130
Qs = Qd = (400 - 130) = 270
With this tax, the market price will be $130, the quantity supplied will be 270 , and the quantity demanded will be 270.
the passage of such tax will result in neither a shortage nor a surplus
10. Problems and Applications Q10 A market is described by the following supply-and-demand curves: QSQS = =...
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