Comparative advantage and sanctions.

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Answer 1

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Definition Video Definition Ability of a country to produce goods and services at a lower opportunity cost compared to other countries. Here, opportunity cost refers to the forgone units of one good in order to produce one more unit of another good. For example, the opportunity cost of producing good X in country A is 2Y and in country B is 1.25Y. Country B has a lower opportunity cost of producing good X than country A. Therefore, country B has a comparative advantage in the production of good X. Video

Chapter 2, Problem 2.2.11PA

To determine

Comparative advantage and sanctions.

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Suppose that a tailor in Cottonland can sew either 40 cotton shirts or 10 silk shirts per week, and a tailor in Silkland can sew either 18 cotton shirts or 6 silk shirts per week. There are 20 tailors in Cottonland and 20 tailors is Silkland. Answer the following questions: 2.1. What country has the absolute advantage in sewing cotton shirts? What country has the absolute advantage in sewing silk shirts? 2.2. What country has the comparative advantage in sewing cotton shirts? What country has the comparative advantage in sewing silk shirts? Numerically 2.3. If the two countries specialize and produce according to the comparative advantage criterion, how much in terms of cotton and silk shirts each country will produce per week? Fill in the table below with your calculations. Cotton shirts/per week Silk shirts/per week Cottonland Silkland

What is the difference between absolute advantage and comparative advantage? If a country has an absolute advantage in producing a good, will it always be an exporter of that good? Briefly explain.

The following table describes the number of yards of cloth and barrels of wine that can be produced with a week’s worth of labor in England and Portugal. Assume that no other inputs are needed. In England In Portugal Cloth 8 yards 12 yards Wine 2 barrels 6 barrels d.Which country has an absolute advantage in the production of which good(s)? Which country has a comparative advantage in the production of which good(s)? e.If the countries start trading with each other, which country will specialize and export which good? f.What can be said about the price at which trade will take place?

Answer 2

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Definition Video Definition Ability of a country to produce goods and services at a lower opportunity cost compared to other countries. Here, opportunity cost refers to the forgone units of one good in order to produce one more unit of another good. For example, the opportunity cost of producing good X in country A is 2Y and in country B is 1.25Y. Country B has a lower opportunity cost of producing good X than country A. Therefore, country B has a comparative advantage in the production of good X. Video

Chapter 2, Problem 2.2.11PA

To determine

Comparative advantage and sanctions.

Expert Solution & Answer

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Answer 3

Question

Definition Video Definition Ability of a country to produce goods and services at a lower opportunity cost compared to other countries. Here, opportunity cost refers to the forgone units of one good in order to produce one more unit of another good. For example, the opportunity cost of producing good X in country A is 2Y and in country B is 1.25Y. Country B has a lower opportunity cost of producing good X than country A. Therefore, country B has a comparative advantage in the production of good X. Video

Chapter 2, Problem 2.2.11PA

To determine

Comparative advantage and sanctions.

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 4

Question

Definition Video Definition Ability of a country to produce goods and services at a lower opportunity cost compared to other countries. Here, opportunity cost refers to the forgone units of one good in order to produce one more unit of another good. For example, the opportunity cost of producing good X in country A is 2Y and in country B is 1.25Y. Country B has a lower opportunity cost of producing good X than country A. Therefore, country B has a comparative advantage in the production of good X. Video

Chapter 2, Problem 2.2.11PA

To determine