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11Alexandr11 [23.1K]
3 years ago
5

A firm can produce steel with or without a filter on its smokestack. If it produces without a filter, the external costs on the

community are $ 500,000 per year. If it produces with a filter, there are no external costs on the community, and the firm will incur an annual fixed cost of $ 300,000 for the filter. Use the Coase Theorem to answer how costless bargaining will lead to a socially efficient outcome, if the property rights are owned by the community. A. the community will have an incentive to pay the firm some price above $ 300,000 (perhaps $ 499,999) to induce the firm to install the filter. B. The firm would install the filter at a cost of $ 300,000. C. the socially efficient outcome is for the firm to not install the filter
Business
1 answer:
Licemer1 [7]3 years ago
6 0

Answer:  B. The firm would install the filter at a cost of $ 300,000.

Explanation:

If the community owns the property rights, they would be able to demand that the firm pay the external cost of $500,000 per year.

If on the other hand the company installed a filter, it would cost them $300,000 but then they would not have to pay the community the $500,000.

The lower cost option would be to install the filter for $300,000 which is what the firm would do.

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Answer:

20%

Explanation:

Gross profit is the net of sales and cost of sales. Gross Profit percentage is the ratio of gross profit to sales expressed as percentage.

Product Units Produced Final Sales Value per Unit Separate Costs

   A             10,000                    $25                                  $125,000

   B             15,000                    $30                                  $250,000

   C            <u> 12,500 </u>                  <u> $24 </u>                                <u> $125,000</u>

Total           37,500                                                            $500,000

Sales Value

A (10,000 x $25)      $250,000

B (15,000 x $30)      $450,000

C (12,500 x $24)      <u>$300,000</u>

Total Sales Value                       $1,000,000

Less

Joint Cost                                  ($300,000)

Separable cost                         <u>($500,000)</u>

Gross Profit                               $200,000

Gross Profit Percentage = ( $200,000 / $1,000,000 ) x 100 = 20%

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