Numerade

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Shu Naito

Numerade educator

Use the following information for ALL of the Problems. Dr. Willie Nelson wants to determine the relationship between whether or not people like country music and whether or not they like his music. Dr. Nelson surveys people and asks them two questions: (1) Do you like country music (Yes, No) and (2) Do you like Willie Nelson's music (Yes, No). The data are presented below. Dr. Willie Nelson wants to Minimize the Probability of Making a Type I Error for this test. Likes Willie Nelson Yes No Expected 88 22 Total Likes Yes Observed 100 10 110 Country Music Expected 72 18 Total No Observed 60 30 90 Total 160 40 200 Question 1 What are the correct Null and Alternative Hypotheses for the statistical test of the means? Group of answer choices (a) Ho: There is a Relationship H1: There is Not a Relationship (b) Ho: There is Not a Relationship H1: There is a Relationship (c) Ho: μ1 ≠ μ2≠ μ3 H1: μ1 = μ2 = μ3 (d) Ho: μ1 = μ2 = μ3 H1: μ1 ≠ μ2≠ μ3 (e) None of these are correct Question 2 What is the correct observed test statistic value for this statistical test (Round to three decimal places)? Question 3 What is the correct critical value for this statistical test (Round to three decimal places)?

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Sheryl Ezze

Numerade educator

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Shu Naito

Numerade educator

Use the following information for the next 6 questions. A researcher wants to compare test performance following one hour of study while listening to each of three great Led Zeppelin songs; Kashmir (K), Black Dog (BD), and and Battle of Evermore (BE). The researcher has 7 participants study a different set of material while listening to each of the three songs and take a test on each of the three sets of material. The data are presented below (high numbers indicate higher test performance). The data are listed below. The researcher wants to maximize the power of this statistical test. Subject K (X - M) (X-M)^2 BD (X - M) (X-M)^2 BE (X - M) (X-M)^2 Mean People 1 82 6 36 80 8 64 78 10 100 80 2 80 4 16 76 4 16 72 4 16 76 3 78 2 4 74 2 4 70 2 4 74 4 76 0 0 72 0 0 68 0 0 72 5 74 -2 4 70 -2 4 66 -2 4 70 6 72 -4 16 68 -4 16 64 -4 16 68 GRAND 7 70 -6 36 64 -8 64 58 -10 100 64 MEAN MEAN 76 0 72 0 68 0 72 SS 112 168 240 N 7 7 7 k 3 Question 26 Scenario 1: If appropriate, what is the value of Tukey’s HSD for comparing Black Dog to Battle of Evermore (Round to two decimal places)? Note: If it is not appropriate to conduct post-hoc analysis, input 999. Question 27 Scenario 2: If Appropriate, calculate the 99% Confidence Interval for the Difference between Kashmir and Battle of Evermore (Note: Subtract Larger Mean Minus Smaller Mean). What is the Upper Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999 Question 28 Scenario 2: If appropriate, calculate the Unbiased Effect Size. What is the value of the Unbiased Effect Size? Note: Input Answer to 2 Decimal Places. Also Note: If it is NOT appropriate to calculate, input 999.

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Shu Naito

Numerade educator

Use the following information for the next 6 questions. A researcher wants to compare test performance following one hour of study while listening to each of three great Led Zeppelin songs; Kashmir (K), Black Dog (BD), and and Battle of Evermore (BE). The researcher has 7 participants study a different set of material while listening to each of the three songs and take a test on each of the three sets of material. The data are presented below (high numbers indicate higher test performance). The data are listed below. The researcher wants to maximize the power of this statistical test. Subject K (X - M) (X-M)^2 BD (X - M) (X-M)^2 BE (X - M) (X-M)^2 Mean People 1 82 6 36 80 8 64 78 10 100 80 2 80 4 16 76 4 16 72 4 16 76 3 78 2 4 74 2 4 70 2 4 74 4 76 0 0 72 0 0 68 0 0 72 5 74 -2 4 70 -2 4 66 -2 4 70 6 72 -4 16 68 -4 16 64 -4 16 68 GRAND 7 70 -6 36 64 -8 64 58 -10 100 64 MEAN MEAN 76 0 72 0 68 0 72 SS 112 168 240 N 7 7 7 k 3 Question 24 Scenario 2: If appropriate, what is the value of Tukey’s HSD for comparing Kashmir to Black Dog (Round to two decimal places)? Note: If it is not appropriate to conduct post-hoc analysis, input 999. Question 25 Scenario 1: If appropriate, what is the value of Tukey’s HSD for comparing Kashmir to Battle of Evermore (Round to two decimal places)? Note: If it is not appropriate to conduct post-hoc analysis, input 999.

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Shu Naito

Numerade educator

Use the following information for the next 6 questions. A researcher wants to compare test performance following one hour of study while listening to each of three great Led Zeppelin songs; Kashmir (K), Black Dog (BD), and and Battle of Evermore (BE). The researcher has 7 participants study a different set of material while listening to each of the three songs and take a test on each of the three sets of material. The data are presented below (high numbers indicate higher test performance). The data are listed below. The researcher wants to maximize the power of this statistical test. Subject K (X - M) (X-M)^2 BD (X - M) (X-M)^2 BE (X - M) (X-M)^2 Mean People 1 82 6 36 80 8 64 78 10 100 80 2 80 4 16 76 4 16 72 4 16 76 3 78 2 4 74 2 4 70 2 4 74 4 76 0 0 72 0 0 68 0 0 72 5 74 -2 4 70 -2 4 66 -2 4 70 6 72 -4 16 68 -4 16 64 -4 16 68 GRAND 7 70 -6 36 64 -8 64 58 -10 100 64 MEAN MEAN 76 0 72 0 68 0 72 SS 112 168 240 N 7 7 7 k 3 Question 20 Scenario 2: What is the correct observed test statistic value for this statistical test of the means (Round to two decimal places)? Question 21 Scenario 2: What is the correct decision for this statistical test of the means? Group of answer choices Reject the alternative hypothesis. Fail to Reject the alternative hypothesis. Reject the null hypothesis. Fail to Reject the null hypothesis. None of these are correct.

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Shu Naito

Numerade educator

Scenario 1: Use the following information for the next 19 questions. Researcher wants to compare test performance for tests printed on three different colors of paper; Red, Green, and the Standard White. The researcher selects a sample of 11 individuals and has each individual take one test on Red paper, another test on Green paper, and a third test on the Standard White paper. The data are listed below. The researcher wants to minimize the probability of making a Type I error. Subject Red (X - m) (X-M)^2 Green (X - m) (X-M)^2 White (X - m) (X-M)^2 Mean People 1 90 5 25 88 5 25 86 5 25 88 2 89 4 16 87 4 16 85 4 16 87 3 88 3 9 86 3 9 84 3 9 86 4 87 2 4 85 2 4 83 2 4 85 5 86 1 1 84 1 1 82 1 1 84 6 85 0 0 83 0 0 81 0 0 83 7 84 -1 1 82 -1 1 80 -1 1 82 8 83 -2 4 81 -2 4 76 -5 25 80 9 82 -3 9 80 -3 9 78 -3 9 80 10 81 -4 16 79 -4 16 77 -4 16 79 Grand 11 80 -5 25 78 -5 25 70 -2 4 79 Mean MEAN 85 0 83 0 81 0 83 SS 110 110 110 N 11 11 11 k 3 Scenario 1: If appropriate, calculate the Biased Effect Size. What is the value of the Biased Effect Size? Note: Input Answer to 2 Decimal Places. Also Note: If it is NOT appropriate to calculate, input 999. Scenario 1: If appropriate, calculate the Unbiased Effect Size. What is the value of the Unbiased Effect Size? Note: Input Answer to 2 Decimal Places. Also Note: If it is NOT appropriate to calculate, input 999.

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Ivan Kochetkov

Numerade educator

Scenario 1: Use the following information for the next 19 questions. Researcher wants to compare test performance for tests printed on three different colors of paper; Red, Green, and the Standard White. The researcher selects a sample of 11 individuals and has each individual take one test on Red paper, another test on Green paper, and a third test on the Standard White paper. The data are listed below. The researcher wants to minimize the probability of making a Type I error. Subject Red (X - m) (X-M)^2 Green (X - m) (X-M)^2 White (X - m) (X-M)^2 Mean People 1 90 5 25 88 5 25 86 5 25 88 2 89 4 16 87 4 16 85 4 16 87 3 88 3 9 86 3 9 84 3 9 86 4 87 2 4 85 2 4 83 2 4 85 5 86 1 1 84 1 1 82 1 1 84 6 85 0 0 83 0 0 81 0 0 83 7 84 -1 1 82 -1 1 80 -1 1 82 8 83 -2 4 81 -2 4 76 -5 25 80 9 82 -3 9 80 -3 9 78 -3 9 80 10 81 -4 16 79 -4 16 77 -4 16 79 Grand 11 80 -5 25 78 -5 25 70 -2 4 79 Mean MEAN 85 0 83 0 81 0 83 SS 110 110 110 N 11 11 11 k 3 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Differnce between Green paper and White paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Upper Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Difference between Green paper and White paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Lower Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999

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Ivan Kochetkov

Numerade educator

Scenario 1: Use the following information for the next 19 questions. Researcher wants to compare test performance for tests printed on three different colors of paper; Red, Green, and the Standard White. The researcher selects a sample of 11 individuals and has each individual take one test on Red paper, another test on Green paper, and a third test on the Standard White paper. The data are listed below. The researcher wants to minimize the probability of making a Type I error. Subject Red (X - m) (X-M)^2 Green (X - m) (X-M)^2 White (X - m) (X-M)^2 Mean People 1 90 5 25 88 5 25 86 5 25 88 2 89 4 16 87 4 16 85 4 16 87 3 88 3 9 86 3 9 84 3 9 86 4 87 2 4 85 2 4 83 2 4 85 5 86 1 1 84 1 1 82 1 1 84 6 85 0 0 83 0 0 81 0 0 83 7 84 -1 1 82 -1 1 80 -1 1 82 8 83 -2 4 81 -2 4 76 -5 25 80 9 82 -3 9 80 -3 9 78 -3 9 80 10 81 -4 16 79 -4 16 77 -4 16 79 Grand 11 80 -5 25 78 -5 25 70 -2 4 79 Mean MEAN 85 0 83 0 81 0 83 SS 110 110 110 N 11 11 11 k 3 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Differnce between Red paper and White paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Upper Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Differnce between Red paper and White paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Lower Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999

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Ivan Kochetkov

Numerade educator

Scenario 1: Use the following information for the next 19 questions. Researcher wants to compare test performance for tests printed on three different colors of paper; Red, Green, and the Standard White. The researcher selects a sample of 11 individuals and has each individual take one test on Red paper, another test on Green paper, and a third test on the Standard White paper. The data are listed below. The researcher wants to minimize the probability of making a Type I error. Subject Red (X - m) (X-M)^2 Green (X - m) (X-M)^2 White (X - m) (X-M)^2 Mean People 1 90 5 25 88 5 25 86 5 25 88 2 89 4 16 87 4 16 85 4 16 87 3 88 3 9 86 3 9 84 3 9 86 4 87 2 4 85 2 4 83 2 4 85 5 86 1 1 84 1 1 82 1 1 84 6 85 0 0 83 0 0 81 0 0 83 7 84 -1 1 82 -1 1 80 -1 1 82 8 83 -2 4 81 -2 4 76 -5 25 80 9 82 -3 9 80 -3 9 78 -3 9 80 10 81 -4 16 79 -4 16 77 -4 16 79 Grand 11 80 -5 25 78 -5 25 70 -2 4 79 Mean MEAN 85 0 83 0 81 0 83 SS 110 110 110 N 11 11 11 k 3 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Differnce between Red paper and White paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Upper Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Differnce between Red paper and White paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Lower Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Differnce between Green paper and White paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Upper Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999

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Ivan Kochetkov

Numerade educator

Scenario 1: Use the following information for the next 19 questions. Researcher wants to compare test performance for tests printed on three different colors of paper; Red, Green, and the Standard White. The researcher selects a sample of 11 individuals and has each individual take one test on Red paper, another test on Green paper, and a third test on the Standard White paper. The data are listed below. The researcher wants to minimize the probability of making a Type I error. Subject Red (X - m) (X-M)^2 Green (X - m) (X-M)^2 White (X - m) (X-M)^2 Mean People 1 90 5 25 88 5 25 86 5 25 88 2 89 4 16 87 4 16 85 4 16 87 3 88 3 9 86 3 9 84 3 9 86 4 87 2 4 85 2 4 83 2 4 85 5 86 1 1 84 1 1 82 1 1 84 6 85 0 0 83 0 0 81 0 0 83 7 84 -1 1 82 -1 1 80 -1 1 82 8 83 -2 4 81 -2 4 76 -5 25 80 9 82 -3 9 80 -3 9 78 -3 9 80 10 81 -4 16 79 -4 16 77 -4 16 79 Grand 11 80 -5 25 78 -5 25 70 -2 4 79 Mean MEAN 85 0 83 0 81 0 83 SS 110 110 110 N 11 11 11 k 3 Scenario 1: For which of the following pairs would it be appropriate to calcualte confidence intervals? (a) Red paper and Green paepr (b) Red paper and White paepr (c) Green paper and White paper (d) Both (a) and (b) (e) Both (a) and (c) (f) Both (b) and (c) (g) All of (a), (b), and (c) (h) It would not be appropriate for any of the pairs Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Difference between Red paper and Green paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Upper Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999 Scenario 1: If Appropriate, calculate the 95% Confidence Interval for the Differnce between Red paper and Green paper (Note: Subtract Larger Mean Minus Smaller Mean). What is the Lower Bound Value? - Note: If appropriate to calculate, input answer to 2 decimal places. If not appropriate to calculate, input 999

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Margret B.