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stich3 [128]
2 years ago
15

If the two countries were to specialize and trade with one another, which country would import airplanes?

Business
1 answer:
tresset_1 [31]2 years ago
6 0

The country that should import airplanes is country A.

<h3>Which country should import airplanes?</h3>

The country that should import airplanes is the country that does not have a comparative advantage in the production of airplanes. A country has comparative advantage in production if it produces at a lower opportunity cost when compared to other countries.

A country has a lower opportunity cost if it forgoes less quantity of an alternative product when producing another product.

Opportunity cost of country A in the production of airplanes: 8 million / 8 = 1 million

Opportunity cost of country B in the production of airplanes: 4 million / 6 = 670,000

To learn more about comparative advantage, please check: brainly.com/question/25139916

#SPJ1

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Two alternatives, code-named X and Y, are under consideration at Guyer Corporation. Costs associated with the alternatives are l
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3 years ago
Ferrier Chemical Company makes three products, B7, K6, and X9, which are joint products from the same materials. In a standard b
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Allocation of the joint cost, using weight as the allocation base:

For B7 = $140,000 ($600,000*35,000/150,000)

For K6 = $300,000 ($600,000*75,000/150,000)

ForX9 = $160,000 ($600,000*40,000/150,000)

Allocation of the join cost, using market value:

For B7 =     $78,750 ($600,000*$210,000/$1,600,000)

For K6 =  $281,250 ($600,000*$750,000/$1,600,000)

For X9 = $240,000 ($600,000*$640,000/$1,600,000)

Explanation:

a) Data and Calculations:

Joint cost of a standard batch = $600,000

                                     B7             K6          X9          Total

Pounds generated  35,000     75,000     40,000   150,000

Sales price per pound $6           $10          $16

Market value         $210,000  $750,000 $640,000 $1,600,000    

Allocation of the joint cost, using weight as the allocation base:

For B7 = $140,000 ($600,000*35,000/150,000)

For K6 = $300,000 ($600,000*75,000/150,000)

ForX9 = $160,000 ($600,000*40,000/150,000)

Allocation of the join cost, using market value:

For B7 =     $78,750 ($600,000*$210,000/$1,600,000)

For K6 =  $281,250 ($600,000*$750,000/$1,600,000)

For X9 = $240,000 ($600,000*$640,000/$1,600,000)

b) The market value for each product class is a function of the quantity produced multiplied by the sales price per unit.

4 0
4 years ago
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