Compute a 95% confidence interval for the mean reduction in Blood pressure for subjects on a daily exercise program Choices: a) 8.92 to 23.18 b) -3.51 to 14.02 c) -4.76 to 8.21 d) 11.00 to 21.10 e) -7.42 to 10.87 f)-5.98 to 26.09 g) 11.82 to 13.45 h) 10.33 to 25.68 i) 12.57 to 23.45 j) 15.53 to 19.86 . Identify the ANOVA table for testing if there no significant difference in the mean reduction in Blood pressure subjects on a daily, weekly and no exercise program Choices a) Source Between Within Total S.S 2023.50 TP M.S. 2 1011.75 b) Source Between Within Total d.f. M.S. 2 1011.75 S.S F 14.22 2023.50 6.23 2348.51 33 71.17 5359.32 33 162.40 4372.01 35 7382.82 35 d) Source Between Within Total M.S. M.S. d) Source Between Within S.S d.f. F S.S d.f. F 586.43 293.22 162.40 2 1.81 586.43 3 195.48 1.63 5359.32 33 3956.02 33 119.88 Total 5945.75 35 4542.45 36 e) Source Between Within Total f) Source Between Within Total S.S d.f. M.S. F S.S d.f. M.S. F 586.43 2 293.22 2.45 1896.75 2 948.38 11.83 3956.02 33 119.88 2645.70 33 80.17 4542.45 35 4542.45 35 . Determine which of the following four statements is true a. There is no significant difference in the mean reduction in Blood pressure between the three groups (daily, weekly, no) for either a=0.05 or a= 0.01. b. There is a significant difference in the mean reduction in Blood pressure between the three groups for a= 0.01 but not for a=0.05. c. There is a significant difference in the mean reduction in Blood pressure between the three groups for a= 0.05 but not for a=0.01. d. There is a significant difference in the mean reduction in Blood pressure between the three groups for both a=0.05 and a= 0.01.
Compute a 95% confidence interval for the mean reduction in Blood pressure for subjects on a daily exercise program Choices: a) 8.92 to 23.18 b) -3.51 to 14.02 c) -4.76 to 8.21 d) 11.00 to 21.10 e) -7.42 to 10.87 f)-5.98 to 26.09 g) 11.82 to 13.45 h) 10.33 to 25.68 i) 12.57 to 23.45 j) 15.53 to 19.86 . Identify the ANOVA table for testing if there no significant difference in the mean reduction in Blood pressure subjects on a daily, weekly and no exercise program Choices a) Source Between Within Total S.S 2023.50 TP M.S. 2 1011.75 b) Source Between Within Total d.f. M.S. 2 1011.75 S.S F 14.22 2023.50 6.23 2348.51 33 71.17 5359.32 33 162.40 4372.01 35 7382.82 35 d) Source Between Within Total M.S. M.S. d) Source Between Within S.S d.f. F S.S d.f. F 586.43 293.22 162.40 2 1.81 586.43 3 195.48 1.63 5359.32 33 3956.02 33 119.88 Total 5945.75 35 4542.45 36 e) Source Between Within Total f) Source Between Within Total S.S d.f. M.S. F S.S d.f. M.S. F 586.43 2 293.22 2.45 1896.75 2 948.38 11.83 3956.02 33 119.88 2645.70 33 80.17 4542.45 35 4542.45 35 . Determine which of the following four statements is true a. There is no significant difference in the mean reduction in Blood pressure between the three groups (daily, weekly, no) for either a=0.05 or a= 0.01. b. There is a significant difference in the mean reduction in Blood pressure between the three groups for a= 0.01 but not for a=0.05. c. There is a significant difference in the mean reduction in Blood pressure between the three groups for a= 0.05 but not for a=0.01. d. There is a significant difference in the mean reduction in Blood pressure between the three groups for both a=0.05 and a= 0.01.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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