The average battery life of the iPhone is reported to be 7.0 hours. Assume that the standard deviation for the battery life for this cell phone is 45 minutes. A random sample of 38 iPhones had an average battery life of 6.5 hours.
Which of the following statements is correct?A) The interval that contains 95 of the sample means is 6.76 and 7.24 hours. Because the sample mean is not between these two values, we do not have support that the average battery life equals 7.0 hours.
B) The interval that contains 95 of the sample means is 5.50 and 8.50 hours. Because the sample mean is between these two values, we do not have support that the average battery life equals 7.0 hours.
C) The interval that contains 95 of the sample means is 5.50 and 8.50 hours. Because the sample mean is between these two values, we have support that the average battery life equals 7.0 hours.
D) The interval that contains 95 of the sample means is 6.76 and 7.24 hours. Because the sample mean is not between these two values, we have support that the average battery life equals 7.0 hours.
Question 2
The smaller the test statistic for the Wilcoxon signed-rank test, the more likely that we will be able to reject the null hypothesis.
Indicate whether the statement is true or false
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