Grace Floral Shop claims that their average daily earnings is $497. An auditor wants to determine whether this claim is true. The auditor randomly selected a sample of 100 days and found that the...


Grace Floral Shop claims that their average daily earnings is $497. An auditor wants to<br>determine whether this claim is true. The auditor randomly selected a sample of 100<br>days and found that the sample mean earnings was $495 with a sample standard deviation of<br>9.75.<br>a) Calculate the 97% confidence interval for the population mean daily earning.<br>Assist the auditor in conducting a hypothesis test, at the 3% level of significance, to determine<br>whether the claim about their average daily earnings was overstated.<br>b) State the null and the alternative hypothesis for this test.<br>c) Using the p-value approach, state the decision rule for this test.<br>

Extracted text: Grace Floral Shop claims that their average daily earnings is $497. An auditor wants to determine whether this claim is true. The auditor randomly selected a sample of 100 days and found that the sample mean earnings was $495 with a sample standard deviation of 9.75. a) Calculate the 97% confidence interval for the population mean daily earning. Assist the auditor in conducting a hypothesis test, at the 3% level of significance, to determine whether the claim about their average daily earnings was overstated. b) State the null and the alternative hypothesis for this test. c) Using the p-value approach, state the decision rule for this test.

Jun 09, 2022
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