Calculate the required sample size

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Question: The auditors are using mean-per-unit sampling to evaluate the reasonableness of the book value of the accounts receivable of Smith, Inc. Smith has 10,000 receivable accounts with a total book value of $800,000. The auditors estimate the population's standard deviation as being equal to $25. After examining the overall audit plan, the auditors believe that the account's tolerable misstatement is $40,000, and that a risk of incorrect rejection of .10 (risk coefficient = 1.64) and a risk of incorrect acceptance of .15 (risk coefficient = 1.04) should be used.

Required: a. Calculate the required sample size.

Now ignore your sample size calculation in part "a," and assume that your answer was a sample size of 289 (the square root of 289 is 17) and that you obtained the following results:

Average audited value of items in sample: $76.50

Average book value of items in sample: $78

Standard Deviation in the sample (audited values): $24

Standard Deviation in the sample (book values): $26

b. Using mean-per-unit sampling, calculate the projected misstatement for the population.

c. Using mean-per-unit sampling, calculate the allowance for sampling risk and use it to form a statistical conclusion concerning the book value of the population ($800,000). That is, calculate an interval and either "accept" or "reject" the client's book value.

Reference no: EM132746675

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