Incidence of an excise tax or who bears the burden of the tax. The table shows the demand and supply schedules for cases of beer (in thousands).
Quantity Price Before-tax After-tax
demanded per case($) quantity supplied quantity supplied
300 11.40 900 __________
350 11.20 800 __________
400 11.00 700 c. _______
450 10.80 600 b. _______
500 10.60 500 a. _______
550 10.40 400 *
600 10.20 300 *
650 10.00 200 *
If the government imposes a $0.60 excise tax per case of beer, what is the after-tax supply schedule? To answer a, b, and c you must draw a graph of the two supply curves (chapter 3).
d. The before-tax equilibrium P is $________ and the equilibrium Q is ________ (ch. 3)
e. The after-tax equilibrium P is $________ and the equilibrium Q is _________ (ch. 3).
f. The excise tax per case of beer the seller actually pays the government is $______ (ch. 3).
g. Of the $0.60 excise tax, the amount borne by the buyer is $__________ or __________%.
h. Of the $0.60 excise tax, the amount borne by the seller is $__________ or __________%.
i. The total tax revenue collected by the government is $_______,000.
Please give a clear and concise answer and how h exactly they are obtained.
Qd | P | Qs | After tax Qs |
300 | 11.4 | 900 | 600 |
350 | 11.2 | 800 | 500 |
400 | 11 | 700 | 400 |
450 | 10.8 | 600 | 300 |
500 | 10.6 | 500 | 200 |
550 | 10.4 | 400 | |
600 | 10.2 | 300 | |
650 | 10 | 200 |
New supply curve would move up vertically (difference in new and old prices at the same quantity = $ 0.6)
d) Before tax equilibrium: P = $ 10.6 and Q = 500 thousand (where demand = old supply)
e) After tax equilibrium: P = $ 11 and Q = 400 thousand (where demand = old supply)
f) Excise tax paid by seller = 0.6 - (11 - 10.6) = $ 0.2
g) Amount borne by the buyer = 11 - 10.6 = $ 0.4 or 66.67% ( = 0.4/0.6 x 100)
h) Amount borne by the buyer = 0.6 - 0.4 = $ 0.2 or 33.33% ( = 0.2/0.6 x 100)
i) Tax revenue = Q(equilibrium) x Tax = 0.6 x 400000 = $ 240000
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