A police chief wants to determine if crime rates are different for four different areas of the city (East(1), West(2), North(3), and South sides), and obtains data on the number of crimes per day in each area. The one-way ANOVA table is shown below. Source of Variation SS df MS F Between groups 87.56 4.00 21.89 7.76 Within groups 64.80 23.00 2.82 Total 152.36 27.00 The degrees of freedom for the hypothesis test are _________and _________, respectively. Multiple Choice 5, 23 4, 27 4, 23 5, 27
A police chief wants to determine if crime rates are different for four different areas of the city (East(1), West(2), North(3), and South sides), and obtains data on the number of crimes per day in each area. The one-way ANOVA table is shown below. Source of Variation SS df MS F Between groups 87.56 4.00 21.89 7.76 Within groups 64.80 23.00 2.82 Total 152.36 27.00 The degrees of freedom for the hypothesis test are _________and _________, respectively. Multiple Choice 5, 23 4, 27 4, 23 5, 27
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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This is a practice exam. I would like to know how to solve using excel or megastat
A police chief wants to determine if crime rates are different for four different areas of the city (East(1), West(2), North(3), and South sides), and obtains data on the number of crimes per day in each area. The one-way ANOVA table is shown below.
Source of Variation | SS | df | MS | F |
Between groups | 87.56 | 4.00 | 21.89 | 7.76 |
Within groups | 64.80 | 23.00 | 2.82 | |
Total | 152.36 | 27.00 |
The degrees of freedom for the hypothesis test are _________and _________, respectively.
Multiple Choice
-
5, 23
-
-
4, 23
-
5, 27
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