* Question Completion Status: Here is a link to a data set concerning three treatment groups: A, B, & C. In order to perform an ANOVA on the data to assess if A, B, and C are different, what assumptions must be met? Enter the number of all correct answer choices in numerical order separated by commas in the blank below. 1. The variance between the three groups must be equal. 2. The data in each group must be normally distributed. 3. The members of the sample populations were randomly chosen 4. The variance between each group must be unequal. 5. The variances of each group must overlap with the variance of at least one other group. Using the data analysis add in for Excel (installation instructions can be found here Win|Mac), perform a single factor ANOVA to deduce if A, B, and C are different. To do this, click the data analysis tool icon, then select "single factor ANOVA", enter the range of cells containing the data, and click okay. Excel will generate a results table you can use to answer the next two questions. What is the P valued? • Report your answer in the form # ##E## • For example, 0.00000122 would be reported as 1.22E-6 or 1.22E-06 Is the F value greater than the Feritical value (yes or no)? yes Are A, B, andC, different from each other based on the ANOVA (yes or no)? yes What test(s) could you perform to deduce if A and B, or B and C, or A and C are individually different from each other? Enter the number of the correct answer in the box below.

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Here is a transcription of the text from the image:

---

**Question Completion Status:**

Here is a [link](#) to a data set concerning three treatment groups: A, B, & C.

In order to perform an ANOVA on the data to assess if A, B, and C are different, what assumptions must be met? Enter the number of all correct answer choices in numerical order separated by commas in the blank below.

1. The variance between the three groups must be equal.
2. The data in each group must be normally distributed.
3. The members of the sample populations were randomly chosen.
4. The variance between each group must be unequal.
5. The variances of each group must overlap with the variance of at least one other group.

Using the data analysis add-in for Excel (installation instructions can be found here [Win](#)|[Mac](#)), perform a single factor ANOVA to deduce if A, B, and C are different. To do this, click the data analysis tool icon, then select “single factor ANOVA”, enter the range of cells containing the data, and click okay. Excel will generate a results table you can use to answer the next two questions.

**What is the P value?**

- Report your answer in the form \#.##E\##
- For example, 0.00000122 would be reported as 1.22E-06 or 1.22E-6

**Is the F value greater than the Fcritical value (yes or no)?** _yes_

**Are A, B, and C, different from each other based on the ANOVA (yes or no)?** _yes_

What test(s) could you perform to deduce if A and B or B and C, or A and C are individually different from each other? Enter the number of the correct answer in the box below.

**2**

Click Save and Submit to save and submit. Click Save All Answers to save all answers.

---
Transcribed Image Text:Here is a transcription of the text from the image: --- **Question Completion Status:** Here is a [link](#) to a data set concerning three treatment groups: A, B, & C. In order to perform an ANOVA on the data to assess if A, B, and C are different, what assumptions must be met? Enter the number of all correct answer choices in numerical order separated by commas in the blank below. 1. The variance between the three groups must be equal. 2. The data in each group must be normally distributed. 3. The members of the sample populations were randomly chosen. 4. The variance between each group must be unequal. 5. The variances of each group must overlap with the variance of at least one other group. Using the data analysis add-in for Excel (installation instructions can be found here [Win](#)|[Mac](#)), perform a single factor ANOVA to deduce if A, B, and C are different. To do this, click the data analysis tool icon, then select “single factor ANOVA”, enter the range of cells containing the data, and click okay. Excel will generate a results table you can use to answer the next two questions. **What is the P value?** - Report your answer in the form \#.##E\## - For example, 0.00000122 would be reported as 1.22E-06 or 1.22E-6 **Is the F value greater than the Fcritical value (yes or no)?** _yes_ **Are A, B, and C, different from each other based on the ANOVA (yes or no)?** _yes_ What test(s) could you perform to deduce if A and B or B and C, or A and C are individually different from each other? Enter the number of the correct answer in the box below. **2** Click Save and Submit to save and submit. Click Save All Answers to save all answers. ---
### Data Table Overview

This image displays an Excel spreadsheet with numeric data arranged in three columns labeled A, B, and C. Each column contains decimal values listed in rows.

#### Column A
- **Row 2**: 0.0873
- **Row 3**: 0.0571
- **Row 4**: 0.0813
- **Row 5**: 0.0831
- **Row 6**: 0.0976
- **Row 7**: 0.0817
- **Row 8**: 0.0859
- **Row 9**: 0.0735
- **Row 10**: 0.0659
- **Row 11**: 0.0923
- **Row 12**: 0.0836
- **Row 13**: 0.0749
- **Row 14**: 0.065 
- **Row 15**: 0.1016
- **Row 16**: 0.0968
- **Row 17**: 0.1064
- **Row 18**: 0.105

#### Column B
- **Row 2**: 0.0974
- **Row 3**: 0.0873
- **Row 4**: 0.0662
- **Row 5**: 0.0672
- **Row 6**: 0.0819
- **Row 7**: 0.0749
- **Row 8**: 0.0649
- **Row 9**: 0.0835
- **Row 10**: 0.0725
- **Row 11**: 0.0703
- **Row 12**: 0.1026
- **Row 13**: 0.1064
- **Row 14**: 0.11
- **Row 15**: 0.0976
- **Row 16**: 0.0817
- **Row 17**: 0.0859
- **Row 18**: 0.0735

#### Column C
- **Row 2**: 0.0956
-
Transcribed Image Text:### Data Table Overview This image displays an Excel spreadsheet with numeric data arranged in three columns labeled A, B, and C. Each column contains decimal values listed in rows. #### Column A - **Row 2**: 0.0873 - **Row 3**: 0.0571 - **Row 4**: 0.0813 - **Row 5**: 0.0831 - **Row 6**: 0.0976 - **Row 7**: 0.0817 - **Row 8**: 0.0859 - **Row 9**: 0.0735 - **Row 10**: 0.0659 - **Row 11**: 0.0923 - **Row 12**: 0.0836 - **Row 13**: 0.0749 - **Row 14**: 0.065 - **Row 15**: 0.1016 - **Row 16**: 0.0968 - **Row 17**: 0.1064 - **Row 18**: 0.105 #### Column B - **Row 2**: 0.0974 - **Row 3**: 0.0873 - **Row 4**: 0.0662 - **Row 5**: 0.0672 - **Row 6**: 0.0819 - **Row 7**: 0.0749 - **Row 8**: 0.0649 - **Row 9**: 0.0835 - **Row 10**: 0.0725 - **Row 11**: 0.0703 - **Row 12**: 0.1026 - **Row 13**: 0.1064 - **Row 14**: 0.11 - **Row 15**: 0.0976 - **Row 16**: 0.0817 - **Row 17**: 0.0859 - **Row 18**: 0.0735 #### Column C - **Row 2**: 0.0956 -
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