For the data in the Excel file Education and Income, find 95% confidence intervals for the mean annual income of males and the mean annual income of females. Can you conclude that the mean income of one group is larger than the other?
Education and Income | |||
Gender | Age | Level of Education | Gross Annual Income |
Female | 40-60 | Graduate Degree | $75,000 |
Female | 25-39 | Bachelor's Degree | $47,000 |
Male | 40-60 | High School/GED | $40,000 |
Female | 25-39 | Some College | $30,000 |
Female | 25-39 | Some College | $60,000 |
Female | 40-60 | Bachelor's Degree | $80,000 |
Female | 25-39 | Bachelor's Degree | $10,000 |
Female | 25-39 | Bachelor's Degree | $43,000 |
Male | 25-39 | Bachelor's Degree | $130,000 |
Female | 40-60 | Bachelor's Degree | $89,000 |
Female | 40-60 | Graduate Degree | $50,000 |
Female | 18-24 | Some College | $13,462 |
Female | 25-39 | Bachelor's Degree | $85,000 |
Male | 25-39 | Bachelor's Degree | $60,000 |
Male | 40-60 | Graduate Degree | $200,000 |
Female | 25-39 | Associates Degree | $44,000 |
Male | 25-39 | High School/GED | $26,000 |
Male | 25-39 | Some College | $46,100 |
Male | 25-39 | Graduate Degree | $15,000 |
Female | 25-39 | Some College | $15,288 |
Male | 25-39 | Bachelor's Degree | $58,000 |
Female | 18-24 | Bachelor's Degree | $10,000 |
Female | 25-39 | Bachelor's Degree | $85,000 |
Male | 18-24 | Bachelor's Degree | $20,000 |
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