1 In What Time Period Are All Factors Of Production Variable 2 What Is Technical Eff 2625113
/in Uncategorized /by developer1 In Which Process Of Water Softening Ion Exchange Phenomenon Takes Place 3191715
/in Uncategorized /by developer1 In The Waiting State A The Processes Waiting For I O Are Found B The Process Which 2601031
/in Uncategorized /by developer1 In The Following Series Parallel Circuit The Total Resistance Is 20 Ohms What Is R 3297858
/in Uncategorized /by developer1. In the following series/ parallel circuit, the total resistance is 20 ohms, what is R? 12 2. In following circuit, R1 is 30 ohms, what is R2? 2 amps 5 amps ? R1 R2 3. If a circuit consumed 2 MWatts and operated for a period of 45 minutes at a cost of 6 cents/KWH, how much would the electricity cost? 4. If the voltmeter is reading 30 volts, what is the value of V (battery voltage)? 5 vE20 5. What battery voltage is required in order for the circuit to consume 2 watts? 10 70 20
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1 In The Short Run Why Might A Firm In Perfect Competition Continue Production Even 2625120
/in Uncategorized /by developer1. In the short run, why might a firm in perfect competition continue production even though it is making a loss?
2. In which market is the firm a price maker?
3. What happens to abnormal profits in the long run in a monopoly?
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1 In The Above Market For Cheese How Much Is The Producer Surplus At The Initial Equ 2866413
/in Uncategorized /by developerName______________________________
Pledge (sign)_________________________
“I did not copy another student’s homework)
Econ 4020 – Dr. Rupp
Homework#5 – Taxes
Due – Feb 27 (at start of class)
1. In the above market for cheese – how much is the producer surplus at the initial equilibrium
(before a tax is introduced)?
2. Suppose that there is a $2.50 tax imposed on cheese per pound. Find the new equilibrium price
that buyers will pay for cheese. Label this Pb on your graph. Find the new equilibrium price that
sellers will receive. Label this Ps on your graph. Find the new equilibrium quantity.
Name______________________________
Pledge (sign)_________________________
“I did not copy another student’s homework)
3. Pin stripe the region of the new producer surplus on your graph after the $2.50 tax is imposed.
Calculate the new region of producer surplus. What has happened to producer surplus after the
tax has been imposed?
4. Calculate the total tax revenue collected from a $2.50 per pound tax. How much of this tax
revenue is paid by the buyers of cheese? How much is paid by the sellers of cheese?
5. Heavily shade the region of deadweight loss on your graph. Calculate this deadweight loss area.
6. Using the figure 2 below, where the vertical distance between points A and B represent the tax
in this market, what is the amount of the tax per unit?
Figure 2
7. Using the figure 2 above, find the per unit burden of the tax on sellers.
8. Using the figure 2 above, find the tax revenue collected. Horizontal stripe the tax revenue
collected from the buyers, and pin stripe the tax revenue collected from the sellers. Document Preview:
Name______________________________ Pledge (sign)_________________________ “I did not copy another student’s homework) Econ 4020 – Dr. Rupp Homework#5 – Taxes Due – Feb 27 (at start of class) 1. In the above market for cheese – how much is the producer surplus at the initial equilibrium (before a tax is introduced)? 2. Suppose that there is a $2.50 tax imposed on cheese per pound. Find the new equilibrium price that buyers will pay for cheese. Label this Pb on your graph. Find the new equilibrium price that sellers will receive. Label this Ps on your graph. Find the new equilibrium quantity.Name______________________________ Pledge (sign)_________________________ “I did not copy another student’s homework) 3. Pin stripe the region of the new producer surplus on your graph after the $2.50 tax is imposed. Calculate the new region of producer surplus. What has happened to producer surplus after the tax has been imposed? 4. Calculate the total tax revenue collected from a $2.50 per pound tax. How much of this tax revenue is paid by the buyers of cheese? How much is paid by the sellers of cheese? 5. Heavily shade the region of deadweight loss on your graph. Calculate this deadweight loss area. 6. Using the figure 2 below, where the vertical distance between points A and B represent the tax in this market, what is the amount of the tax per unit? Figure 2 7. Using the figure 2 above, find the per unit burden of the tax on sellers. 8. Using the figure 2 above, find the tax revenue collected. Horizontal stripe the tax revenue collected from the buyers, and pin stripe the tax revenue collected from the sellers.
Attachments:
hw5.pdf
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1 In The Example Given For The Knapsack Problem The Items Are Sorted By Size Does Th 2538354
/in Uncategorized /by developer1. In the example given for the knapsack problem, the items are sorted by size. Does the algorithm still work properly if they appear in arbitrary order?
2. Modify the knapsack program to take into account another constraint defined by an array that contains the number of available items of each type.
3. What would the knapsack program do if one of the values were negative?
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1 Many Efforts Are Underway To Build And Deploy Intelligent Transport Systems Using 2701509
/in Uncategorized /by developer1. Many efforts are underway to build and deploy intelligent transport systems using modern information technologies to improve existing networks and services. Investigate some of the current proposals and apply the four who’s to the proposal.
2. Pollution and pollution control are examples of a whole class of sociotechnical systems where disjunctions in the four who’s are common. Discuss how governmental regulatory efforts, both through mandated standards and pollution license auctions, attempt to reconcile the four who’s. To what extent have they been successful? How did you judge success?
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1 Is There An Immediate Polynomial Time Reduction From The Traveling Salesman Proble 2538378
/in Uncategorized /by developer1. Is there an immediate polynomial-time reduction from the traveling-salesman problem on graphs to the Euclidean traveling-salesman problem, or vice versa?
2. What would be the significance of a program that could solve the traveling salesman problem in time proportional to 1.1N?
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