Bundle: Auditing: A Risk Based-approach, 11th + Mindtap Accounting, 1 Term (6 Months) Printed Access Card
Bundle: Auditing: A Risk Based-approach, 11th + Mindtap Accounting, 1 Term (6 Months) Printed Access Card
11th Edition
ISBN: 9781337734455
Author: Karla M Johnstone-zehms, Audrey A. Gramling, Larry E. Rittenberg
Publisher: Cengage Learning
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Chapter 8, Problem 15RQSC
To determine

Introduction:Sample size is the small unit of the audit set by the auditor to detect or control the risk before auditing. Deviation rate is the maximum allowable limit of the risk.

Comment on the result and give the reason for taking upper limit of deviation greater than zero.

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For each term in the first column below, identify its definition (or partial definition). Each definition may be used once or not at all. # 1 2 3 4 5 6 7 8 9 Definition (or Partial Definition) A defined rate of departure from prescribed controls. Also referred to as occurrence rate or exception rate. A sampling plan for locating at least 1 deviation, providing that the deviation occurs in the population with a specified frequency. Also referred to as precision, a measure of the difference between a sample estimate (projection) and the tolerable rate of deviation or tolerable misstatement at a specified sampling risk. An estimate of the most likely amount of monetary misstatement in a population. The complement of the risk of incorrect acceptance. The maximum population rate of deviations from a prescribed control that the auditors will accept without modifying the planned assessment of control risk. The possibility that the assessed level of control risk based on the sample is less…
When using sampling in the study of internal control, the audit team would compare theupper limit rate of deviation to thea. Expected population deviation rate.b. Sample rate of deviation.c. Statistical rate of deviation.d. Tolerable rate of deviation
Each of the following statements contains an error. Describe the error and then correct the statement. (9p)   a. For a symmetric distribution, the mean will be smaller than the median.   b. When taking SRSs from a large population, larger sample sizes will result in larger standard deviations of x.    c. The central limit theorem states that for large n, the shape of the sampling distribution is approximately the shape of the population distribution.

Chapter 8 Solutions

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