Suppose that a small island nation devotes all of its resources to building tourist resorts or developing its infrastructure. Draw a production possibilities frontier that displays increasing opportunity costs and shows the trade-off that the nation faces when building resorts and roads. Shade the area of your graph that represents all possible combinations that you could produce. Draw and label the following three points on your graph: Point A) An efficient use of national resources. Point B) An inefficient use of national resources. Point C) A combination cannot be produced.
Suppose that a small island nation devotes all of its resources to building tourist resorts or developing its infrastructure. Draw a production possibilities frontier that displays increasing opportunity costs and shows the trade-off that the nation faces when building resorts and roads. Shade the area of your graph that represents all possible combinations that you could produce. Draw and label the following three points on your graph: Point A) An efficient use of national resources. Point B) An inefficient use of national resources. Point C) A combination cannot be produced.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:an Economist (Ch 02)
resources in the car industry, it produces 1,000 cars and no computers. If it uses all its
resources in the computer industry, it produces 3,000 computers and no cars. The two
endpoints of the production possibilities frontier represent these extreme possibilities.
Now YOU build it!
Suppose that a small island nation devotes all of its resources to building tourist resorts or developing its
infrastructure. Draw a production possibilities frontier that displays increasing opportunity costs and shows the
trade-off that the nation faces when building resorts and roads.
Shade the area of your graph that represents all possible combinations that you could produce.
Draw and label the following three points on your graph:
Point A) An efficient use of national resources.
Point B) An inefficient use of national resources.
Point C) A combination cannot be produced.
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