Gender Differences in Returns on Education I. Introduction For a society that claims to value equality in the workplace, the gender gap in wages in America seems awfully persistent. This paper investigates the differences in wages between men and women at different levels of education using data from a sub sample of the Current Population Survey (2012). Such analysis will help reveal the nature of the gender gap, and may help identify the segments in which discrimination in the workforce may exist. Using linear regressions, I first confirm the wage gap in the data and that returns to education are positive. Next, I use interaction variables to illuminate gender differences on returns at the different levels of education (high school, bachelor’s, and master’s). Overall, I find that females see higher returns than men for completing high school and college, but not for graduate school. II. Data The data set consists of 999 observations of working individuals between the ages of 18 and 54: The average age in the sample is 39.11 years old. On average, individuals made $16.92 an hour with a standard deviation of $9.80. The average highest grade completed, 13.28, shows that most graduated high school. 88% of the sample have high school diplomas, 24% hold a bachelor's degree, and 7.4% have completed at least a master’s. A majority was white (81.6%). 10% of the individuals were black, 9% were other races. 22.7% of the workers were parttime. Approximately half of the sample was female. The following histogram shows the distribution of education level: Most of the data lies on the milestone years. The 12, 14, 16, and 16 areas represent high school diplomas, associate's, bachelor’s, and master’s degrees. However there is some ambiguity at the 14th grade level: these observations could be both associate’s degree holders or four year college dropouts. III. Empirical Methodology To compare gender differences in the returns on wages at different levels of education I run a linear regression on log wages: The particular variables of interest are B9, B10, and B11. These interaction variables will show the additional percentage point increase or decrease in wages that females accrue at the different levels of education. Because the distribution of wages is skewed right, I choose to use log wages, which are more normally distributed and thus may increase the goodness of fit. Based on prior research, I expect to see positive, though diminishing, returns to age. Thus, one would expect B1 to be positive and B2 to be negative. Income inequality between whites and blacks is well established in economic literature, so I expect B3 to be negative. B4 is also likely negative since many of the higher paying jobs would be full time. I expect a negative coefficient on the female variable, matching my hypothesis that the wage gap is present in the data. Lastly, the coeffic ...