LABOR ECONOMICS
LABOR ECONOMICS
8th Edition
ISBN: 9781260004724
Author: BORJAS
Publisher: RENT MCG
Question
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Chapter 7, Problem 12P

a)

To determine

The Gini coefficient for the country.

b)

To determine

The 90-10 wage gap for any such ‘p’.

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Suppose that, on average, men earn $17 an hour and have an average of 15 years of schooling. Women earn $15 an hour and have an average of 14 years of schooling. If the estimated return to schooling for men is 0.30 (implying that each additional year of schooling translates into an additional 30 cents per hour) and the returns for schooling for women is 0.2, then the gender gap in schooling explains: 10% of the wage gap between men and women. 20% of the wage gap between men and women. 30% of the wage gap between men and women. 15% of the wage gap between men and women.
Question 5 ā€“ Wage Structure Suppose the 50 % of a countryā€™s population with the lowest income receive 30 % of the nationā€™s income, that the 50% with the highest income receive 70% of the nationā€™s income. a) What is the Gini coefficient for the country? b) What is the limitation associated with Gini coefficient measure?
Suppose the discrimination coefficient increases as the firm employs more black workers. In particular, suppose the discrimination coefficient is d = 0.01 EB where EB is the number of blacks hired by the firm so that each employer facing competitive wages of wW for whites and wB for blacks acts as if she faces competitive wages of wW for whites and wB(1 + d) for blacks. As usual, assume the labor market is competitive so that the firm faces wages of wB and wW. Lastly, assume that the firm must employ 200 workers. Define the wage ratio to be wW / wB and do the following:a. Solve for the number of blacks hired as a function of the wage ratio. Graph the number of blacks hired against the wage ratio.b. Solve for the number of whites hired as a function of the wage ratio. Graph the number of whites hired ( x-axis) against the wage ratio ( y-axis).
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