Question

In: Economics

Answer according to the discrimination model. Assume women and men both have the same productivity. 1....

Answer according to the discrimination model. Assume women and men both have the same productivity.

1. Imagine a market in which women’s wages are on average 80% of men’s wages.

a. Graph the supply and the demand for female employees in this market assuming some are non-discriminating employers.

b. Imagine 50% are discriminating employers. Does this mean that women working with those employers make 60% of men’s wage and that women working with nondiscriminating employers make the same wage as men? Explain.

c. Explain and show in the graph what would happen with the average women’s wage, if more women start looking for a job.

d. Explain and show in the graph what would happen with the average women’s wage if the percentage of discriminating employers decreases.

e. Explain and show in the graph what would happen with the average women’s wage if the discriminating employers become more discriminating.

f. If 50% of the employers are discriminating employers, does it mean that women are necessarily going to have a lower wage than men? Explain.

g. Which employers (discriminating employers or non-discriminating employers) will hire more women than men? Why?

h. What should happen in this market in the long run if it is a competitive market? Explain.

Solutions

Expert Solution

a. Below diagram shows the supply and demand for female employees in the market with some non-discriminating employers. the horizantal portion of the demand curve shows the non -discriminating employers while the downward sloping portion shows the discriminating employers. Lw is the total nunmber of female employees. Non discriminating employers pay both male and female equally i.e. Wm, while discriminating employers pay wages Ww to the female eployees.

b. Let us suppose number of female employees working under dicriminating employers be x. Therefore, number of female employees working under non-discriminating employers will be (Lw-x).

Wage rate for x employees is Ww, while wage rate for (Lw-x) is Wm.

Given that the women's wages are on an average 80% of men's wages, and 50% of employers are discriminating means x = 1/2 L and thus (Lw-x)= 1/2L

Therefore,we get :

(1/2 L * Ww + 1/2 L * Wm) / L = 0.8 Wm

Ww = 0.6 Wm

This mean that women working with discriminating employers make 60% of men’s wage and that women working with nondiscriminating employers make the same wage as men.

c. When more women start looking for job then, Lw increases to L1w and the dicriminatory wage for female workers reduces from Ww to W1w. This leads to a reduction in the average wage rate for female employees.

d. When the % of discriminating employees decease, non discriminating employees increase thus, the horizontal portion of demand curve increases in length and the slope of the downward portion reduces. this decreases the differential wage gap between female and male employees and thus the average wage rate of female employees increases.

e. When the discriminating employees become more discriminating then the slope of the downward portion of demand curve increases andit becomes more steep thus reducing the discriminating wage rate to W1w from Ww .This reduces the average wage rate of female employees.

f. if 50% of employers are discriminating ,then it necessarily means that women are going to have wages less than men until and unless all female employees are hired by non-discriminating employers. But this is not a realistic situation, as some female employees will be employed by discriminators ,who will pay less wages to female ,thus, reducing their average wage rate as compared to men.

g. For maximising profits , discriminators will employ more female employees as they will pay less wages to females as compared to the non discriminators,thus reducing their wage bill and increasing their profits.

h. If it is a competitive market then in the long run, non discriminators will crowd out the discriminators as they would hire more and more women until the wages for men and women become equal. This action will reduce the number of discriminators in the market. there will be some discriminators but they will be paying equal market wage rate to both men and women.


Related Solutions

3 men and 7 women are ranked according to their scores on an exam. Assume that...
3 men and 7 women are ranked according to their scores on an exam. Assume that no two scores are alike, and that all 10! possible rankings are equally likely. Let X denote the highest ranking achieved by a man (so X=1 indicates that a man achieved the highest score on the exam). Find each of the following: P(X=2)= P(X=6)= P(X=7)=
Test the claim that men and women owe the same amount on their Visa cards. Men...
Test the claim that men and women owe the same amount on their Visa cards. Men                                        Women                                 n =                                          n =                                                          x =                                           x =                                          s =                                          s =                          The data collected below comes from people that live in Salinas. Listed below are the genders, ages and current balance on one specific type of Visa card....
Are the earnings difference between men and women the result of employment discrimination? How do the...
Are the earnings difference between men and women the result of employment discrimination? How do the following productivity-related factors differ between men and women, and how might they contribute to the wage gap, if at all: continuous employment experience, education, and physical strength?
Men and women in economic difference. ( Men and women in economics have different opinion) what...
Men and women in economic difference. ( Men and women in economics have different opinion) what it might mean for the future? What are the economic issues?
A psychologist found that a common perception among both men and women is that women tend...
A psychologist found that a common perception among both men and women is that women tend to be more empathetic than men. She set out to determine if there were data to support this claim. She administered a diagnostic that measures the level of empathy on a scale from 0–28. Below are the scores for a random sample of 16 men and and a random sample of 16 women. Men 13 20 12 16 13 26 21 23 8 15...
Some studies have suggested that, on average, women earn less than men with the same productive...
Some studies have suggested that, on average, women earn less than men with the same productive characteristics, not because of labor market discrimination, but because they do not have as many occupational choices. Why would occupational choices matter in terms of earnings or employment differences between men and women? Similar, the U.S. used to have laws preventing women from working in certain occupations. Analyze the consequences of this law for male and female workers.
1) You wonder whether men or women are more likely to be driving when both a...
1) You wonder whether men or women are more likely to be driving when both a man and a woman are in the front seat of a car. You observe 20 cars with both a man and a woman in the front seat and count how many times the man is driving. Of the 20 cars you observed, the man was driving in 15 of them. What is the probability value for this result? (Give your answer to at least...
What difficulties would be present in combining a group of men and women of the same...
What difficulties would be present in combining a group of men and women of the same age in the same life insurance pool?
Q2. A researcher is interested in comparing the wages of men and women doing the same...
Q2. A researcher is interested in comparing the wages of men and women doing the same type of job at a large company. The data is below: Men: average wage (per hour) = $18 .95; standard deviation = $4.44; n =18 Women: average wage (per hour) = $15.09; standard deviation = $3.38; n =13 Test whether the difference between the means of the two groups is significant at an alpha (significance level) of .05. (a) What are the null and...
a. According to a study conducted for Gateway Computers, 60% of men and 70% of women...
a. According to a study conducted for Gateway Computers, 60% of men and 70% of women say that weight is an extremely/very important factor in purchasing a laptop computer. Suppose this survey was conducted using 374 men and 481 women. Do these data show enough evidence to declare that a significantly higher proportion of women than men believe that weight is an extremely/very important factor in purchasing a laptop computer? Use a 5% level of significance. b. Use these data...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT