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Using the One-Way Repeated Measures ANOVA Calculator, enter (paste) the 2011 data into the box "Treatment 1." Note because there was one fewer crime category in 2011 (no animal cruelty) compared to 2019 and 2020, make your first entry 0. Enter the 2019 data into the box "Treatment 2," and the 2020 data into the box "Treatment 3." Then, assuming a two-tailed test, answer the following questions: 4. Assuming .01 significance level, is there a statistically significant difference between the three sample means? _), F=_______, p=_____). 5. Assuming .05 significance level, is there a statistically significant difference between the three sample means? F=______, p=______). 6. Assuming .10 significance level, is there a statistically significant difference between the three sample means? F=______, p=_______). 7. Based on the results seen in the Summary of Data, where do you think the significant difference(s) are? In other words, which treatment(s) is/are significantly different from the others? 8. Explain your answer to #7. 9. Based on the results seen in the Summary of Data, what is the Grand mean? 10. Based on the results seen in the Summary of Data, what is the total Sums of Squares?

Using the One-Way Repeated Measures ANOVA Calculator, enter (paste) the 2011 data into the box "Treatment 1." Note because there was one fewer crime category in 2011 (no animal cruelty) compared to 2019 and 2020, make your first entry 0. Enter the 2019 data into the box "Treatment 2," and the 2020 data into the box "Treatment 3." Then, assuming a two-tailed test, answer the following questions: 4. Assuming .01 significance level, is there a statistically significant difference between the three sample means? _), F=_______, p=_____). 5. Assuming .05 significance level, is there a statistically significant difference between the three sample means? F=______, p=______). 6. Assuming .10 significance level, is there a statistically significant difference between the three sample means? F=______, p=_______). 7. Based on the results seen in the Summary of Data, where do you think the significant difference(s) are? In other words, which treatment(s) is/are significantly different from the others? 8. Explain your answer to #7. 9. Based on the results seen in the Summary of Data, what is the Grand mean? 10. Based on the results seen in the Summary of Data, what is the total Sums of Squares?

A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Crime for 2019          

728

294

43,836

46

16,251

6,345

21,678

62,977

65

10,519

19

405

44

1,056

69,062

10,868

4,807

203

2,519

3,877

409

4,848

4,038

 

Crime for 2020

252

539

48,462

63

16,400

4,148

23,816

54,932

81

9,522

13

640

27

1,182

63,720

12,451

2,465

98

2,897

3,651

306

5,004

3,659

 

Crime for 2011

426

26,978

67

22,028

8,924

18,634

35,665

0

27

7,100

10

223

459

55,765

4,400

2,590

112

1,774

8,033

550

3,401

1,723

 

Then go to: https://www.socscistatistics.com Using the One-Way Repeated Measures ANOVA Calculator, enter (paste) the 2011 data into the box "Treatment 1." Note because there was one fewer crime category in 2011 (no animal cruelty) compared to 2019 and 2020, make your first entry 0. Enter the 2019 data into the box "Treatment 2," and the 2020 data into the box "Treatment 3." Then, assuming a two-tailed test, answer the following questions: 4. Assuming .01 significance level, is there a statistically significant difference between the three sample means? ), F= _, p=_______). 5. Assuming .05 significance level, is there a statistically significant difference between the three sample means? F= p=_______). 9 6. Assuming .10 significance level, is there a statistically significant difference between the three sample means? F=___, p=____). 9 7. Based on the results seen in the Summary of Data, where do you think the significant difference(s) are? In other words, which treatment(s) is/are significantly different from the others? 8. Explain your answer to #7. 9. Based on the results seen in the Summary of Data, what is the Grand mean? 10. Based on the results seen in the Summary of Data, what is the total Sums of Squares?
Transcribed Image Text:Then go to: https://www.socscistatistics.com Using the One-Way Repeated Measures ANOVA Calculator, enter (paste) the 2011 data into the box "Treatment 1." Note because there was one fewer crime category in 2011 (no animal cruelty) compared to 2019 and 2020, make your first entry 0. Enter the 2019 data into the box "Treatment 2," and the 2020 data into the box "Treatment 3." Then, assuming a two-tailed test, answer the following questions: 4. Assuming .01 significance level, is there a statistically significant difference between the three sample means? ), F= _, p=_______). 5. Assuming .05 significance level, is there a statistically significant difference between the three sample means? F= p=_______). 9 6. Assuming .10 significance level, is there a statistically significant difference between the three sample means? F=___, p=____). 9 7. Based on the results seen in the Summary of Data, where do you think the significant difference(s) are? In other words, which treatment(s) is/are significantly different from the others? 8. Explain your answer to #7. 9. Based on the results seen in the Summary of Data, what is the Grand mean? 10. Based on the results seen in the Summary of Data, what is the total Sums of Squares?
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