Based on the information below, create a frequency distribution chart for each of the 3 variables below. For each frequency distribution table, identify any modes and the median (Q2). Using a calculator, what is the mean for the age?
Participant ID | Graduation Year | Age | Race/Ethnicity |
201841 | Spring 2019 | 27 | Hispanic or Latino |
201842 | Spring 2020 | 23 | African American or Black |
201843 | Summer 2019 | 24 | Hispanic or Latino |
201844 | Spring 2020 | 19 | Hispanic or Latino |
201845 | Spring 2020 | 20 | Hispanic or Latino |
201846 | Spring 2020 | 22 | Hispanic or Latino |
201847 | Spring 2020 | 37 | Other, please specify |
201848 | Fall 2019 | 21 | Hispanic or Latino |
201849 | Spring 2020 | 21 | African American or Black |
201850 | Fall 2019 | 20 | Hispanic or Latino |
201851 | Spring 2019 | 22 | Hispanic or Latino |
201852 | Other | 34 | Hispanic or Latino |
201853 | Fall 2020 | 22 | Hispanic or Latino |
201854 | Spring 2020 | 23 | Caucasian or White |
201855 | Fall 2019 | 21 | Hispanic or Latino |
201856 | Fall 2020 | 20 | Asian |
201857 | Spring 2019 | 29 | Hispanic or Latino |
201858 | Spring 2019 | 29 | Hispanic or Latino |
201859 | Spring 2020 | 20 | Asian |
201860 | Spring 2020 | 19 | Hispanic or Latino |
Hello,
Frequancy distribution for the Graduation year,
Row Labels | Count of Graduation Year |
Fall 2019 | 3 |
Fall 2020 | 2 |
Other | 1 |
Spring 2019 | 4 |
Spring 2020 | 9 |
Summer 2019 | 1 |
Grand Total | 20 |
Row Labels | Count of Race/Ethnicity |
African American or Black | 2 |
Asian | 2 |
Caucasian or White | 1 |
Hispanic or Latino | 14 |
Other, please specify | 1 |
Grand Total | 20 |
Here N=20,
median is the average of (N/2)th and (n+1/2)th observation,
(N/2)th=20/2=10 and 11th observation
median= 22+22/2=22
Thanks
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