Question: In a probability - proportional - to - size sample with a sampling interval of $ 2 0 , 0 0 0 , an auditor

In a probability-proportional-to-size sample with a sampling interval of $20,000, an auditor
discovered that a selected account receivable with a recorded amount of $10,000 had an audit
amount of $2,000. Calculate the projected misstatement for this one item.
Chris York, CPA, is considering the use of probability-proportional-to-size sampling in examining
the sales transactions and accounts receivable of Carter Wholesale Company.
a. How does the defi nition of the items in an accounts receivable population vary between
probability-proportional-to-size sampling and mean-per-unit sampling?
b. Should a population of accounts receivable be stratifi ed by dollar value before applying
probability-proportional-to-size sampling procedures? Discuss.
The auditors of Dunbar Electronics want to limit the risk of material misstatement in the
valuation of inventories to 2 percent. They believe that there exists a 50 percent risk that
a material misstatement could have bypassed the clients internal control and that the
inherent risk of the account is 80 percent. They also believe that the analytical procedures
performed to test the assertion have a 40 percent risk of failing to detect a material
misstatement.
a. Briefly discuss what is meant by audit risk, inherent risk, control risk, and the risk that
analytical procedures might fail to detect a material misstatement.
b. Calculate the maximum allowable risk of incorrect acceptance for the substantive test of
details.
c. What level of detection risk is implicit in this problem?

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