This exercise calls on the data set "analgesics d". The data set contains the following variables: Gender: male or female Drug: which of three drugs was administered, A, B, or C Pain: the patient's level of pain, with a higher value representing greater pain. You first create a table showing the average level of pain for each drug/gender combination. Put "Gender" in the rows of the table and "Drug" in the Columns. After making observation on differences in the effectiveness of the three drugs based on your table, you decide to conduct a one-way ANOVA analysis to test whether the average level of pain differs by gender. Use a 5% significance level.

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Question 2
What is the test statistic?
-3.65
Transcribed Image Text:Question 2 What is the test statistic? -3.65
gender drug
pain
male
12.39867
female
A
7.686667
male
C
14.01467
female
А
9.693333
male
11.64667
female
A
8.888667
female
A
6.942667
female
2.130667
female
A
7.26
female
A
5.868667
male
В
12.93
female
C
12.19333
female
A
7.196667
male
C
13.88
male
A
8.182667
male
В
16.636
female
C
9.413333
male
C
11.20733
female
B
8.352
male
A
7.243333
female
A
6.806
male
B
9.808667
female
A
6.668667
female
A
6.984667
female
A
7.072
female
C
2.404667
male
В
7.84
female
В
3.838
male
9.418
male
A
male
A
7
female
A
male
A
8.
This exercise calls on the data set “analgesics ,". The data
set contains the following variables:
Gender: male or female
Drug: which of three drugs was administered, A, B, or C
Pain: the patient's level of pain, with a higher value
representing greater pain.
You first create a table showing the average level of pain for
each drug/gender combination. Put "Gender" in the rows of
the table and "Drug" in the Columns.
After making observation on differences in the effectiveness of
the three drugs based on your table, you decide to conduct a
one-way ANOVA analysis to test whether the average level of
pain differs by gender. Use a 5% significance level.
Transcribed Image Text:gender drug pain male 12.39867 female A 7.686667 male C 14.01467 female А 9.693333 male 11.64667 female A 8.888667 female A 6.942667 female 2.130667 female A 7.26 female A 5.868667 male В 12.93 female C 12.19333 female A 7.196667 male C 13.88 male A 8.182667 male В 16.636 female C 9.413333 male C 11.20733 female B 8.352 male A 7.243333 female A 6.806 male B 9.808667 female A 6.668667 female A 6.984667 female A 7.072 female C 2.404667 male В 7.84 female В 3.838 male 9.418 male A male A 7 female A male A 8. This exercise calls on the data set “analgesics ,". The data set contains the following variables: Gender: male or female Drug: which of three drugs was administered, A, B, or C Pain: the patient's level of pain, with a higher value representing greater pain. You first create a table showing the average level of pain for each drug/gender combination. Put "Gender" in the rows of the table and "Drug" in the Columns. After making observation on differences in the effectiveness of the three drugs based on your table, you decide to conduct a one-way ANOVA analysis to test whether the average level of pain differs by gender. Use a 5% significance level.
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