Question Sample Results Evaluation. Kendall Jackson, CPA, is examining the operating effectiveness of the internal control of Town Mo, a large conglomerate in the music industry. As part of the evaluation, Jackson determined a necessary sample size of 93 items (based on a tolerable rate of deviation of 5 percent, an expected population deviation rate of 0.5 percent, and a risk of overreliance of 5 percent). After properly selecting the 93 items, Jackson found no deviations from the prescribed control activities. a. If Jackson found three deviations in the sample, calculate the sample rate of deviation and use AICPA sample evaluation tables to determine the ULRD. What would Jackson conclude with respect to the operating effectiveness of Town Mo’s internal control in this case? b. Using AICPA sample evaluation tables, determine the maximum number of deviations that Jackson could identify without reducing the reliance on Town Mo’s internal control. c. Repeat part (e) using a 10 percent risk of overreliance. What is the explanation for any differences between this number of deviations and that in part (e)?
Sample Results Evaluation. Kendall Jackson, CPA, is examining the operating effectiveness of the internal control of Town Mo, a large conglomerate in the music industry. As part
of the evaluation, Jackson determined a necessary
a risk of overreliance of 5 percent). After properly selecting the 93 items, Jackson found no
deviations from the prescribed control activities.
a. If Jackson found three deviations in the sample, calculate the sample rate of deviation
and use AICPA sample evaluation tables to determine the ULRD. What would Jackson
conclude with respect to the operating effectiveness of Town Mo’s internal control in this
case?
b. Using AICPA sample evaluation tables, determine the maximum number of deviations
that Jackson could identify without reducing the reliance on Town Mo’s internal control.
c. Repeat part (e) using a 10 percent risk of overreliance. What is the explanation for any
differences between this number of deviations and that in part (e)?
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