In: Statistics and Probability
Do confidence interval Estimate the difference between grade of Male and female students using 98% level of confidence and write your conclusion - insert the SPSS output in the space below.
Gender | Grade | Ehicity |
Female | 87 | African American |
Male | 95 | Hispanic |
Female | 81 | White |
Female | 74 | White |
Female | 73 | African American |
Male | 92 | African American |
Female | 63 | White |
Female | 55 | White |
Female | 94 | White |
Female | 84 | White |
Male | 88 | White |
Male | 78 | Hispanic |
Male | 75 | African American |
Male | 93 | Hispanic |
Female | 87 | Hispanic |
Male | 65 | Hispanic |
Male | 90 | African American |
Female | 89 | African American |
Female | 82 | White |
Female | 77 | African American |
Female | 82 | White |
Female | 72 | White |
Female | 86 | White |
Female | 60 | White |
Female | 90 | Hispanic |
Male | 87 | Hispanic |
Female | 89 | African American |
Male | 77 | African American |
Male | 76 | Hispanic |
Female | 80 | Hispanic |
Female | 74 | Hispanic |
Female | 88 | White |
Female | 80 | White |
Female | 80 | African American |
Female | 81 | White |
Male | 74 | Hispanic |
Male | 80 | White |
Female | 74 | African American |
Female | 91 | White |
Male | 74 | White |
The 98% Confidence interval is (-5.638, 9.605)
Conclusion: The 98% confidence interval includes zero. Hence we can conclude that there is no significant difference between grade of Male and female student at 98% level of confidence.