Hn education program was devised to help improve the diabetes knowledge of people newly diagnosed as...

     

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Hn education program was devised to help improve the diabetes knowledge of people newly diagnosed as diabetic. A sample of newly diagnosed diabetics was gathered to trial the new program. The participants were required to sit a test on diabetes before the program, and then another similar test after completing the education program. The scores of the participants in the tests are contained in In what follows, the before scores are denoted as group 1, and the after scores denoted as group 2. Use SPSS (or PSPP) to perform all calculations (except a) Determine the mean and standard deviation for the before and after scores. Mean Before Score= Mean After Score = Std Dev Before Score Suppose that you conduct a one tailed hypothesis test to determine whether the sample provides significant evidence that the education program was successful in improving awareness of diabetes (use a =0.05). If we let denote the mean before score and / 2 denote the mean after score, then the hypotheses are given by Std Dev After Score= ܕ ܐ ܚ | ܐ : E dl. = HH <₂ b) Determine the-value, degrees of freedom, and p-value for this hypothesis test. c) Select the appropriate rejection decision (and justification) from the drop-down me d) Is there sufficient evidence to conclude that the education program is on average successful in improving diabetes knowledge in newly diagnosed diabetics? Select from the e) Calculate the absolute effect size (Cohen's d). Score Befc Score After Education Program 76 76 73 71 70 68 67 66 64 64 63 63 63 63 62 61 61 60 50 70 79 72 71 71 74 66 66 68 65 69 65 60 62 68 66 48 Hn education program was devised to help improve the diabetes knowledge of people newly diagnosed as diabetic. A sample of newly diagnosed diabetics was gathered to trial the new program. The participants were required to sit a test on diabetes before the program, and then another similar test after completing the education program. The scores of the participants in the tests are contained in In what follows, the before scores are denoted as group 1, and the after scores denoted as group 2. Use SPSS (or PSPP) to perform all calculations (except a) Determine the mean and standard deviation for the before and after scores. Mean Before Score= Mean After Score = Std Dev Before Score Suppose that you conduct a one tailed hypothesis test to determine whether the sample provides significant evidence that the education program was successful in improving awareness of diabetes (use a =0.05). If we let denote the mean before score and / 2 denote the mean after score, then the hypotheses are given by Std Dev After Score= ܕ ܐ ܚ | ܐ : E dl. = HH <₂ b) Determine the-value, degrees of freedom, and p-value for this hypothesis test. c) Select the appropriate rejection decision (and justification) from the drop-down me d) Is there sufficient evidence to conclude that the education program is on average successful in improving diabetes knowledge in newly diagnosed diabetics? Select from the e) Calculate the absolute effect size (Cohen's d). Score Befc Score After Education Program 76 76 73 71 70 68 67 66 64 64 63 63 63 63 62 61 61 60 50 70 79 72 71 71 74 66 66 68 65 69 65 60 62 68 66 48

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a The mean and standard deviation for the before and after scores can be calculated using SPSS or PS... View the full answer