searcher reports that the average monthly salary of chief medical technologists is more than 00. A sample of 30 chief medical technologists has a mean monthly salary of P43260. At a = 0.05, he claim that chief medical technologists earn more than P42000 a month. The standard deviation e population is P5230. State the null and alternative hypotheses in symbolic form. Characterize the test as right-tailed, left-tailed, or two-tailed. Calculate the test statistic. Round off to 2 decimal places. Ising the Standard Normal Table, determine the p-value. Based on the critical and p-values, make the decision about the null hypothesis. Oraw a conclusion

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A researcher reports that the average monthly salary of chief medical technologists is more than ₱42000. A sample of 30 chief medical technologists has a mean monthly salary of ₱43260. At α = 0.05,
test the claim that chief medical technologists earn more than ₱42000 a month. The standard deviation of the population is ₱5230. Anwer 1-5. 

A researcher reports that the average monthly salary of chief medical technologists is more than
P42000. A sample of 30 chief medical technologists has a mean monthly salary of P43260. At a = 0.05,
test the claim that chief medical technologists earn more than P42000 a month. The standard deviation
of the population is P5230.
1. State the null and alternative hypotheses in symbolic form.
2. Characterize the test as right-tailed, left-tailed, or two-tailed.
3. Calculate the test statistic. Round off to 2 decimal places.
Using the Standard Normal Table, determine the p-value.
4. Based on the critical and p-values, make the decision about the null hypothesis.
5. Draw a conclusion.
Transcribed Image Text:A researcher reports that the average monthly salary of chief medical technologists is more than P42000. A sample of 30 chief medical technologists has a mean monthly salary of P43260. At a = 0.05, test the claim that chief medical technologists earn more than P42000 a month. The standard deviation of the population is P5230. 1. State the null and alternative hypotheses in symbolic form. 2. Characterize the test as right-tailed, left-tailed, or two-tailed. 3. Calculate the test statistic. Round off to 2 decimal places. Using the Standard Normal Table, determine the p-value. 4. Based on the critical and p-values, make the decision about the null hypothesis. 5. Draw a conclusion.
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