WEEK 6 PROBLEMS-2.docx

# WEEK 6 PROBLEMS-2.docx - HLTH 501 WEEK 6 PROBLEMS30 POINTS...

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HLTH 501 W EEK 6 P ROBLEMS —30 POINTS 10 points each. Place answers in the following table: 1. 1. A company is evaluating the impact of a wellness program offered on-site as a means of reducing employee sick days. A total of 8 employees agree to participate in the evaluation which lasts 12 weeks. Their sick days in the 12 months prior to the start of the wellness program and again over the 12 months after the completion of the program are recorded and are shown below. Is there a significant reduction in the number of sick days taken after completing the wellness program? Use the Sign Test at a 5% level of significance. Complete the table below. Employee Sick Days Taken in 12 Months Prior to Program Sick Days Taken in 12 Months Following program Difference ( Reduction = Prior-After ) Sign 1 8 7 ( 1 ) ( + ) 2 6 6 ( 0 ) (null ) 3 4 5 ( -1 ) ( -) 4 12 11 ( 1 ) ( +) 5 10 7 (3 ) ( + ) 6 8 4 ( 4 ) ( + ) 7 6 3 ( 3 ) ( + ) 8 2 1 ( 1 ) ( + ) Alpha= __0.05______ n= ___7___ Critical value= ___0_____ Smaller of the number of positive or negative signs= _____1___ Based on comparing the smaller of the number of positive or negative signs to the Critical value which of the following is (are) true? A. There is statistically significant evidence at alpha=0.05 to show that t he median difference (reduction) is positive . B. There is not statistically significant evidence at alpha=0.05 to show that the median difference (reduction) is positive. C. There are not enough data points to reach a conclusion. D. The tied value makes the analysis suspect. 2. Page 1 of 7

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HLTH 501 Total Sample (Ordered Smallest to Largest) Ranks Mother Smoked in Pregnancy Mother Did Not Smoke in Pregnancy R a n k Smoked Did Not Smoke Smoked Did Not Smoke 5.0 5.1 1 3.3 1 4 4.2 4.9 2 3.9 2 6 4.8 5.3 3 4.2 3 8 3.3 5.4 4 4.6 5 9 3.9 4.6 5 4.8 7 10 6 4.9 7 5 8 5.1 9 5.3 10 5.4 R 1 =___18_ R 2 =__37__ 2. cont. ________ R 2 1) (n n n n U 1 1 1 2 1 1 25+15-18=22 U1=22 ________ R 2 1) (n n n n U 2 2 2 2 1 2 25+15-37=3 U2=3 Alpha= _____0.05__ N 1 = _____5___ N 2 = _______5_ Critical value U= ___2_____ Smaller of U 1 and U 2
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• Fall '10
• CarlyTanner
• Statistics, Statistical significance, critical value, significant evidence, Kruskal Wallis

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