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International Trade - Theory and Policy, 2010a

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comparative advantage in newspaper <strong>and</strong> journal stories about trade. Many times authors write<br />

“comparative advantage” when in actuality they are describing absolute advantage. This misconception<br />

often leads to erroneous implications, such as a fear that technology advances in other countries will cause<br />

our country to lose its comparative advantage in everything. As will be shown, this is essentially<br />

impossible.<br />

To define absolute advantage, it is useful to define labor productivity first. To define comparative<br />

advantage, it is useful to first define opportunity cost. Next, each of these is defined formally using the<br />

notation of the Ricardian model.<br />

Labor Productivity<br />

Labor productivity is defined as the quantity of output that can be produced with a unit of labor.<br />

Since aLC represents hours of labor needed to produce one pound of cheese, its reciprocal, 1/aLC,<br />

represents the labor productivity of cheese production in the United States. Similarly, 1/aLW represents<br />

the labor productivity of wine production in the United States.<br />

Absolute Advantage<br />

A country has an absolute advantage in the production of a good relative to another country if it can<br />

produce the good at lower cost or with higher productivity. Absolute advantage compares industry<br />

productivities across countries. In this model, we would say the United States has an absolute advantage<br />

in cheese production relative to France if<br />

or if<br />

aLC1a∗LC.<br />

The first expression means that the United States uses fewer labor resources (hours of work) to produce a<br />

pound of cheese than does France. In other words, the resource cost of production is lower in the United<br />

States. The second expression means that labor productivity in cheese in the United States is greater than<br />

in France. Thus the United States generates more pounds of cheese per hour of work.<br />

Saylor URL: http://www.saylor.org/books<br />

Saylor.org<br />

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