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3. Working with Numbers and Graphs Q3 Suppose the government wants to reduce the total pollution...

3. Working with Numbers and Graphs Q3

Suppose the government wants to reduce the total pollution emitted by three firms. Currently, each firm is creating 4 tons of pollution, for a total of 12 tons. The government is considering the following two methods to reduce total pollution to 6 tons:

1. The government sets regulation specifying that each of the three firms must cut its pollution in half.
2. The government allocates two tradable pollution permits to each of the three firms. Each permit allows the firm to emit 1 ton of pollution. Assume the negotiation and exchange of permits are costless.

The following table shows the cost each firm faces to eliminate each unit of pollution.

Firm X

Firm Y

Firm Z

Cost of Eliminating:

First ton of pollution $300 $550 $1,000
Second ton of pollution $400 $700 $1,800
Third ton of pollution $500 $900 $2,900
Fourth ton of pollution $600 $1,200 $4,000

Suppose the owners of the three firms get together and agree on a trading price of $800 per permit.

Complete the following table with the action each firm will take at this permit price and the amount of pollution each firm will eliminate.

Firm

Initial Pollution Permit Allocation

Action

Final Amount of Pollution Eliminated

(Tons of pollution)

(Tons of pollution)

Firm X 2   
Firm Y 2   
Firm Z 2   

Determine the total cost of eliminating 6 tons of pollution under each method, and enter the amounts in the following table.

Method

Total Cost of Eliminating 6 Tons of Pollution

(Dollars)

Regulation
Tradable pollution permits

In this case, using tradable pollution permits reduces 6 tons of pollution at a higher cost than/ a lower cost than/ the same cost (pick one) as using the regulation.

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Answer #1

Sow tions 1) cost of eliminating two tons of pollution by cachofiem Firm x = $300 + $400 = $700 Firm x _$550 + $700 = $1250

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