2. What does this P-value mean? O 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 If the population mean is 100.6, the probability of a sample mean as extreme as (or more extreme than) 95 is 0.0035.

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2. What does this P-value mean?
The probability that the population mean is 95 is only 0.0035.
The probability is 0.0035 that the population mean is 100.6
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 If the population mean is 100.6, the probability of a sample mean as extreme as (or more extreme than) 95 is 0.0035.
Transcribed Image Text:2. What does this P-value mean? The probability that the population mean is 95 is only 0.0035. The probability is 0.0035 that the population mean is 100.6 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 If the population mean is 100.6, the probability of a sample mean as extreme as (or more extreme than) 95 is 0.0035.
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.
Transcribed Image 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.
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