Based upon the confidence interval, can the sleep scientist reject the null hypothesis?




one-sided✔ two-sided
0.01✔ 0.050.10
✔ 0.010.050.10
Based on the confidence interval, what conclusion would you make for a test of these hypotheses?
✔ 55.15.87.5
✔ rejectfail to reject
✔ havedo not have
equals✔ is different fromis greater thanis less than
Based on the confidence interval, what conclusion would you make for a test of these hypotheses?
5.45✔ 66.258
reject✔ fail to reject
have✔ do not have
equals✔ is different fromis greater thanis less than
Question text not available
167569
The power of this test to reject 7.5 hours, if the true mean is , is 0.57.
✔ 77.5
✔ the alternative hypothesisthe null hypothesis
The power of a test is the probability that the test will find convincing evidence for Ha when a specific alternative value of the parameter is true.Stated another way, power is equivalent to
A test of the hypotheses H0: = 7.5 versus Ha: < 7.5 has low power. What can the researcher do to increase the power of the test to reject the null hypothesis if = 7? Check all that apply.The researcher can increase the sample size.The researcher can cut the sample size in half.The researcher can decrease the significance level of the test.The researcher can increase the significance level of the test.The researcher can try to decrease the probability of making a Type II error.The researcher can try to increase the probability of making a Type II error.

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