In a two-tailed test of u = 95, the sample mean was 100.6 and the P-value of the test statistic z was 0.0035.


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In a two-tailed test of u<br>= 95, the sample mean was 100.6 and the P-value of the test statistic z was 0.0035.<br>

Extracted text: In a two-tailed test of u = 95, the sample mean was 100.6 and the P-value of the test statistic z was 0.0035.
2. What does this P-value mean?<br>The probability that the population mean is 95 is only 0.0035.<br>O The probability is 0.0035 that the population mean is 100.6<br>O If the population mean is 95, the probability of a sample mean as extreme as (or more extreme than) 100.6 is 0.0035.<br>O I the population mean is 100.6, the probability of a sample mean as extreme as (or more extreme than) 95 is 0.0035.<br>Question 3<br>3. Based on the data above, we would<br>Reject Ho at significance level 0.10 but not at 0.05.<br>Reject Ho at significance level 0.05 but not at 0.02.<br>O 1. Reject Ho at significance level 0.02 but not at 0.01.<br>O Reject Ho at significance level 0.01.<br>

Extracted text: 2. What does this P-value mean? The probability that the population mean is 95 is only 0.0035. O The probability is 0.0035 that the population mean is 100.6 O If the population mean is 95, the probability of a sample mean as extreme as (or more extreme than) 100.6 is 0.0035. O I the population mean is 100.6, the probability of a sample mean as extreme as (or more extreme than) 95 is 0.0035. Question 3 3. Based on the data above, we would Reject Ho at significance level 0.10 but not at 0.05. Reject Ho at significance level 0.05 but not at 0.02. O 1. Reject Ho at significance level 0.02 but not at 0.01. O Reject Ho at significance level 0.01.

Jun 02, 2022
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