Suppose the hypotheses for a statistical test are given. For each possible confidence interval, give the conclusion of the test for that sample (either R for "Reject \(H_0\)" or DNR for "Do not reject \(H_0\)"), and give the significance level used.6. Hypotheses:For each set:(a) 95% confidence interval for: \(-0.41 \text{ to } 0.05\) - Conclusion: - Significance level: (b) 90% confidence interval for: \(-0.53 \text{ to } -0.12\) - Conclusion: - Significance level: (c) 90% confidence interval for: \(-0.21 \text{ to } 0.33\) - Conclusion: - Significance level: 7. In each of the following, you are given a set of hypotheses and a confidence interval from a sample. Give the conclusion of the test (either R for "Reject \(H_0\)" or DNR for "Do not reject \(H_0\)"), and the significance level used:For each set:(a) 99% confidence interval for \(p\): \(0.57 \text{ to } 0.70\) - Conclusion: - Significance level: (b) 95% confidence interval for \(\mu\): \(19 \text{ to } 24\) - Conclusion: - Significance level: (c) 90% confidence interval for \(p\): \(0.32 \text{ to } 0.65\) - Conclusion: - Significance level:

By using the confidence interval to find the value of significance level

VS For each 6. Suppose the hypotheses for a statistical test are possible confidence interval given below, state a conclusion of the test for that sample (either R for "Reject H," or DNR for "Do not reject H") and give the significance level used. (a) 95% confidence interval for Conclusion: (b) 90% confidence interval for Conclusion: (c) 99% confidence interval for Conclusion: : -0.41 to 0.05 Significance level: : -0.53 to -0.12 : -0.21 to 0.33 Significance level Significance level

VS For each 6. Suppose the hypotheses for a statistical test are possible confidence interval given below, state a conclusion of the test for that sample (either R for "Reject H," or DNR for "Do not reject H") and give the significance level used. (a) 95% confidence interval for Conclusion: (b) 90% confidence interval for Conclusion: (c) 99% confidence interval for Conclusion: : -0.41 to 0.05 Significance level: : -0.53 to -0.12 : -0.21 to 0.33 Significance level Significance level

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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