| Chapter 12 |
In this problem we consider the migration of labor from one country to another. To begin with, draw a graph that looks like Figure 2 in the Appleyard and Field text. The total length of the horizontal axis represents the total amount of labor in these two countries. The wage in country I is measured on the left-hand vertical axis, and the wage in country II is measured on the right-hand vertical axis.Click here |
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| 1. |
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Graph the following curves by clicking here |
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a.
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Draw country I's demand curve for labor. Label it DI. |
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b.
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Draw country II's demand curve for labor. Label it DII. |
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| c. | Label the wage at which the two demand curves cross as "W*." | |
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d.
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Suppose
the wage in country I is higher than "W*." Label this wage on
the left-hand vertical axis as "WI."
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| e. | Assuming there are no labor market imperfections in country I, how much labor is employed in that country? On the horizontal axis, label this quantity "L2." | |
| f. | How much labor is available in country II? If there were no labor market imperfections, what would the wage be there? Label this wage "WII." | |
| g. |
Suppose now that country II has a minimum wage that is above "WII," but below "W*." Label this wage "W**." How much labor in country II is employed at this minimum wage? On the horizontal axis, label this quantity as "L1." |
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| h. | How many workers are unemployed? | |
| i. | If labor is free to migrate, what do you expect to happen to wages in each country? | |
| View
graphing answers to question 1 by clicking |
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| View
text answers to question 1 by clicking |
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