Absenteeism is a major problem for many organizations. JP Morgan wants to check if absenteeism rate is the same for different groups of women. The company randomly selected 19 (nineteen) women who belong to 3 groups: Single; Married with no children; and Married with children. The number of days these women were absent during a certain period within the year is recorded. Using the 5% significance level, perform an analysis of variance ( ANOVA ) to test the null hypothesis that the mean number of days on which women in each of these groups are absent is the same. 1. Ho: 2. H1: 3. Test statistic: 4. Critical value: 5. Complete the ANOVA table below: Sources of Variation Degrees of Sum of Freedom Мean Value of the test Squares Squares Statistic Between 1.5 Within 172.6 F = Total 174.1 6. Decision: 7. Conclusion:

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Hi this is the continuation of the first one that I posted. The missing are Critical Value using the bell curve, decision and Conclusion.thank you!
Absenteeism is a major problem for many organizations. JP Morgan wants to
check if absenteeism rate is the same for different groups of women. The company
randomly selected 19 (nineteen) women who belong to 3 groups: Single; Married with
no children; and Married with children. The number of days these women were absent
during a certain period within the year is recorded. Using the 5% significance level,
perform an analysis of variance ( ANOVA ) to test the null hypothesis that the mean
number of days on which women in each of these groups are absent is the same.
1. Но:
2. Н1:
3. Test statistic:
4. Critical value:
5. Complete the ANOVA table below:
Degrees of Sum of
Freedom
Sources of
Мean
Value of the test
Variation
Squares
Squares
Statistic
Between
1.5
Within
172.6
F =
Total
174.1
6. Decision:
7. Conclusion:
Transcribed Image Text:Absenteeism is a major problem for many organizations. JP Morgan wants to check if absenteeism rate is the same for different groups of women. The company randomly selected 19 (nineteen) women who belong to 3 groups: Single; Married with no children; and Married with children. The number of days these women were absent during a certain period within the year is recorded. Using the 5% significance level, perform an analysis of variance ( ANOVA ) to test the null hypothesis that the mean number of days on which women in each of these groups are absent is the same. 1. Но: 2. Н1: 3. Test statistic: 4. Critical value: 5. Complete the ANOVA table below: Degrees of Sum of Freedom Sources of Мean Value of the test Variation Squares Squares Statistic Between 1.5 Within 172.6 F = Total 174.1 6. Decision: 7. Conclusion:
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