i.
After tax price paid by consumers is $27.5.
ii.
After tax price received by producers is $22.5.
iii.
It is 45 units of output at the after tax equilibrium.
iv.
Total tax revenue = 5*45
Total tax revenue = $225
v.
Dead weight loss = (1/2)*(27.5 - 25)*(50-45) + (1/2)*(25-22.5)*(50-45)
Dead weight loss = $12.5
vi.
Consumers and producers, both are equally burdened by the tax and so it is 50% for each. It can be identified by the movement from original price of 25 to what consumer pays ($27.5) and what producers receive ($22.5). So, it is $2.5 each to be paid by both.
what are the answers to these questions? Use the graph below to answer questions 5-10. It represents the market for flu-shots, a good that produces a sizable positive externality, | 55 52.5 ។ 50 47.5 45 ។ 42.5 | | 40 37.5 351 32.5 ។ ង 30 | E. 27.5 ។ 25 22.5 + 20 ។ 17.5 ។ 15 12.5 D social 9 2.5 ។ | 0 5 10 15 20 25 30 35 40 45 50 55 60 65...
Does this data come from a normal distribution? Discuss and do an appropriate calculation. result 82.5 62.5 47.5 85 62.5 57.5 72.5 55 70 42.5 52.5 22.5 52.5 35 32.5 87.5 87.5 72.5 70 70 87.5 57.5 95 70 67.5 60 35 35 77.5 87.5 97.5 75 50 52.5 60 45 80 65 62.5 35 95 37.5 30 50 95 85 70 80 50 80 92.5 65 60 27.5 62.5 35
Please show all steps clearly (a) Suppose there is a price increase to $16. How much is total consumer surplus in this market at the new price? (b) (c) Suppose there is a price increase to $25. How much is total producer surplus in this market at the new price? (d) Suppose there is a price decrease to $20. What would be the amount of the dead weight loss in this market at the new price? (e) Suppose that demand...
(Figure: Third-Degree Monopolist) The monopolist in the graph has market power; he can separate the market into different consumer groups based on their elasticities of demand and he can prevent arbitrage. The monopolist has marginal and the second group costs of $10. If he practices third-degree price discrimination, he will charge the first group 50 47.5 45 42.5 40 3т.5 35 32.5 3D 27.5 25 22.5 20 17.5 15 12.5 1D 7.5 5 2.5 MR MR D 01 2 3...
Personal Income per Capita by State Cumulative frequency 50 40 за 20 10 48 15 34 15 Per capita income $1000) 27.5 32.5 375 42.5 475 52.5 (i) Ogive Showing Cumulative Percentage of Data Personal Income per Capita by State Percent of states 100% 100 90 80 70 60 50 40 30 20 10 96 30 Per capita income (S1000) 27.5 325 37.542.5 475 52.5 (a) How were the percentages shown in graph (i) computed? 0 The percentages in graph...
"Hit" Group "Smashed Into" Group 25 50 25 45 34 55 30 40 36 45 37 41 31 50 35 35 30 37 35 45 30 55 25 50 20 45 25 43 30 42 24 40 34 36 33 45 37 50 38 41 A. Null Hypothesis? Ha: Smashed into group estimated higher speed than hit group Ho: Smashed into group estimated lower or same speed than hit group(directional hypothesis) B. Alternative hypothesis? Ha: Smashed into group estimated higher...
P $70 $65 $60 $55 $50 ATC $45 $40 $35 AVC MR $30 $25 $20 $15 $10 $5 01234 56789 10 11 12 13 14 Based on the graph above, what is the profit maximizing price? o $45 $25 $5 S40 O $20 $10 $70 $50 S60 $65 S55 SI5 S30 $35
Figure 8-13 Supply 5 10 15 20 25 Desind 30 35 40 45 50 55 60 B Refer to Figure 8-13. Suppose the government places a $5 per-unit tax on this good. The amount of tax revenue collected by the government is $120. $30. $50. $80.
Te 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 entity Refer to Figure 6-8. If the government imposes a price floor of $5 on this market; then there will be a. a surplus of 15 units of the good. b. a surplus of 5 units of the good. c. no surplus of the good. d. a surplus of 10 units of the good. When a tax is imposed on the sellers...
Te 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 entity Refer to Figure 6-8. If the government imposes a price floor of $5 on this market; then there will be a. a surplus of 15 units of the good. b. a surplus of 5 units of the good. c. no surplus of the good. d. a surplus of 10 units of the good. When a tax is imposed on the sellers...