Q2. 2 different groups of runners are trained with different methods, one being continuoustraining and the other intermittent training. The oxygen consumption of two groups are ofinterest. The population variances are unknown. Below, you can find the sample sizes, samplemeans and sample standard deviations.Continuous IntermittentTrainingn; = 15Trainingn2 = 6X =45X = 32S; = 5.8The measurements are assumed to follow Normal distribution.S2 =5a) Estimate the confidence interval for the difference between population meanswith confidence coefficient 0.95.Based on the confidence interval found in part a, can you claim that continuousb)training results in higher oxygen consumption?

Name: Q2. 2 different groups of runners are trained with different methods,
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Description: Q2. 2 different groups of runners are trained with different methods, one being continuoustraining and the other intermittent training. The oxygen consumption of two groups are ofinterest. The population variances are unknown. Below, you can find th

Given n1=15, n2=6x1=45, x2=32s1=5.8, s2=5

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Q2. 2 different groups of runners are trained with different methods, one being continuous training and the other intermittent training. The oxygen consumption of two groups are of interest. The population variances are unknown. Below, you can find the sample sizes, sample means and sample standard deviations. Continuous Intermittent Training n; = 15 Training n2 = 6 저-45 S; = 5.8 The measurements are assumed to follow Normal distribution. Xz = 32 S2 =5 a) with confidence coefficient 0.95. Estimate the confidence interval for the difference between population means b) training results in higher oxygen consumption? Based on the confidence interval found in part a, can you claim that continuous

Q2. 2 different groups of runners are trained with different methods, one being continuous training and the other intermittent training. The oxygen consumption of two groups are of interest. The population variances are unknown. Below, you can find the sample sizes, sample means and sample standard deviations. Continuous Intermittent Training n; = 15 Training n2 = 6 저-45 S; = 5.8 The measurements are assumed to follow Normal distribution. Xz = 32 S2 =5 a) with confidence coefficient 0.95. Estimate the confidence interval for the difference between population means b) training results in higher oxygen consumption? Based on the confidence interval found in part a, can you claim that continuous

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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