The following data give the times of 15 girls when they were put on ultraheavy rope-jumpingprogram. Someone thought that such a program would increase their speed in the 40-yard dash.Let D equal the different in time run the 40-yard dash – the "before program time (x)" minus the"after-program time (v)". Assume that the distribution of D is approximately normal, N(µp, o).Test the null hypothesis Ho: Hp = 0 against the alternative hypothesis H1: µp > 0. Use a =0.0524.9723.9822.9322.8322.3822.3922.7621.6622.9823.1725.7623.6323.4122.7522.9122.3422.8221.6823.8022.5325.8023.6122.1022.7422.0821.9521.8021.5822.8423.58SOLUTION:Find the following value. Do calculations in 3 decimal places.SpTest statistic, toCritical value(i)(ii)(iii)(iv)Write your answer here:(i)(ii)(ii)(iv)Conclusion:

Statistical hypothesis testing is an important method in inferential statistics. It is used to test…

The following data give the times of 15 girls when they were put on ultraheavy rope-jumping program. Someone thought that such a program would increase their speed in the 40-yard dash. Let D equal the different in time run the 40-yard dash – the "before program time (x)" minus the "after-program time (v)". Assume that the distribution of D is approximately normal, N(µp, oß). Test the null hypothesis Ho: Hp = 0 against the alternative hypothesis H1: µp > 0. Use a = 0.05 24.97 23.98 22.93 22.83 22.38 22.39 22.76 21.66 22.98 23.17 25.76 23.63 23.41 22.75 22.91 22.34 22.82 21.68 23.80 22.53 25.80 23.61 22.10 22.74 22.08 21.95 21.80 21.58 22.84 23.58 OLUTION: ind the following value. Do calculations in 3 decimal places. D Sp Test statistic, to Critical value (i) (ii) (iii) (iv) Vrite your answer here: i) ii) iv) conclusion:

The following data give the times of 15 girls when they were put on ultraheavy rope-jumping program. Someone thought that such a program would increase their speed in the 40-yard dash. Let D equal the different in time run the 40-yard dash – the "before program time (x)" minus the "after-program time (v)". Assume that the distribution of D is approximately normal, N(µp, oß). Test the null hypothesis Ho: Hp = 0 against the alternative hypothesis H1: µp > 0. Use a = 0.05 24.97 23.98 22.93 22.83 22.38 22.39 22.76 21.66 22.98 23.17 25.76 23.63 23.41 22.75 22.91 22.34 22.82 21.68 23.80 22.53 25.80 23.61 22.10 22.74 22.08 21.95 21.80 21.58 22.84 23.58 OLUTION: ind the following value. Do calculations in 3 decimal places. D Sp Test statistic, to Critical value (i) (ii) (iii) (iv) Vrite your answer here: i) ii) iv) conclusion:

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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