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International Trade - Theory and Policy, 2010a

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Now suppose the price of steel increases exogenously. The immediate effect will be to raise the value of<br />

the marginal product of steel, shifting up VMPS 1 to VMPS 2 . The new equilibrium is given at point F. At F,<br />

labor allocated to steel production will have risen to OSB, while labor used in textiles will have fallen<br />

to OTB. The equilibrium wage increases to w2.<br />

The intuition for these changes follows from the underlying dynamic effects. At first, when the price of<br />

steel rises, the wage <strong>and</strong> rental rates remain fixed. This means steel revenue rises while costs remain the<br />

same, stimulating an increase in steel profits. Positive profit, in a perfectly competitive market, induces<br />

new entry of firms into steel production, expansion of current firms in the industry, or both. To exp<strong>and</strong>,<br />

steel must induce workers to move over from textile production. This requires an increase in the wage<br />

since labor dem<strong>and</strong> temporarily exceeds labor supply. To prevent all the labor from shifting to steel, the<br />

textile industry must raise the wage to its workers as well. As labor shifts from textiles to steel <strong>and</strong> as the<br />

wage rises, the costs of production in steel <strong>and</strong> textiles rise. In steel, this erodes the temporary profits it<br />

was making. Textiles respond to the higher costs by cutting production <strong>and</strong> releasing workers. Remember,<br />

there is no ability to exp<strong>and</strong> capital inputs in steel since we assume steel’s capital stock is fixed<br />

exogenously in size, <strong>and</strong> due to specificity, capital cannot be moved in from the textile industry. In the<br />

end, industry profits are driven to zero in both industries once the wage rises sufficiently.<br />

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

Saylor.org<br />

248

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