Use the following information to answer the question: Qs = 4/5 P Qd = 20 - 4/5 P What is the amount of tax revenue if a $2 tax is imposed on each item sold? $32.40 $3 $18.4 $36 $13.50
Qs = 4/5 P
Qd = 20 - 4/5 P
Since a tax of $2 is imposed, the burden of the tax falls on the sellers. The price at which the sellers will sell will now be higher.
Thus, the supply equation now becomes Qs = 4/5 (P + 2)
Equating the demand and supply equations,
Qs = Qd
4/5 (P + 2) = 20 - 4/5 P
8/5 (P + 1) = 20
P = $11.5
At this price the quantity supplied is Qs = 4/5 P = 4/5 (11.5) = 9.2
=> Qs = 9.2
Note: We have calculated the quantity supplied using the old supply equation because the effect of the tax has already been taken into consideration while calculating equilibrium price. Thus, the price of $11.5 is the 'P' after tax that we use here.
Tax revenue = Tax x Quantity (that the firms stand ready to supply)
Tax revenue = 2 x 9.2
Tax revenue = $18.4
Correct answer : c) $18.4
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What price will consumers pay if a $2 tax is imposed on each
item sold?
zes/138449/take/questions/2700589 Use the following information to answer the question: Qs - 4/5 P What price will consumers pay if a $2 tax is imposed on each item sold? $12 $12.50 $13.50 $10 $8.50 923 PM 1/30/2019 ^ョ
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#2
Find the equilibrium solution for each of the following
models.
A) Qd=Qs
Qd=3-P^2
Qs=6P-4
B) Qd=Qs
Qd=8-P^2
Qs=P^2-2
Plzzzzzzzzz answer all questions
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5. if (b+ d) 0 in the linear market model, what can you conclude regarding the posi- tions of the demand and supply curves in Fig. 3.1 What can you conclude, then, regarding the equilibrium solution? FIGURE 3. (chard) (supply) p*