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In testing a claim about one population mean, the Z-test uses the normal distribution as the sampling distribution of the test statistic. This test is used when:
i). the sample is random and independent
i) sample is selected from a normally distributed population or the sample size is greater than 30
ii) and the population standard deviation is known
The formula for calculating the test statitsic is given a sample of size n, and sample mean , and population standard deviation,
Z=
where , is the claimed population mean.
for this test, we use the standard normal tables to calculate the p-values and the critical values for decision making on the null hypothesis
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