Suppose supply and demand curves are:QD=28−2P;QS=−4+2P. If a tax of $2 is imposed on buyers. What is the tax revenue collected by the government
demand; Q= 28-2P
suppply; Q= -4+2P
Equilibrium: demand = supply
that is, 28-2P=-4+2P
32 = 4P
P=8
This implies Q= 12
So, equlibrium price and quantity are {8,12}
Now, a tax of $2 is imposed on buyers.So, buyers will demand the same quantity at a price $2 lower.
demand; Q=28-2P
equivalent to P= 14-Q/2
now demand equation changes to P= 14-(Q/2)-2
that is, P=12-Q/2
equivalent to
Q=24-2P
NEW equilibrium
demand equals supply
that is, 24-2P = -4+2P
28=4P
P= 7 (this the price received by sellers)
implies Q= 10
price paid by buyers will be $2 higher than price received by sellers.(This $2 is collected by government). So, buyers price is $9.
So after tax, 10 units of quantity are traded in the market on which government collects a tax of $2 per unit.
so, total revenue is $2*10= $20
Tax revenue collected by government is $20.
Suppose supply and demand curves are:QD=28−2P;QS=−4+2P. If a tax of $2 is imposed on buyers. What...
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