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Exam Code: Professional-Cloud-DevOps-Engineer

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NEW QUESTION: 1
Which of the following statements is correct concerning probability proportional to size (PPS) sampling,
also known as dollar unit sampling?
A. Overstated units have a lower probability of sample selection than units that are understated.
B. The sampling interval is calculated by dividing the number of physical units in the population by the
sample size.
C. The auditor controls the risk of incorrect acceptance by specifying that risk level for the sampling plan.
D. The sampling distribution should approximate the normal distribution.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
Choice "C" is correct. In PPS sampling, the auditor controls the risk of incorrect acceptance by specifying
that risk level for the sampling plan. The inputs for PPS are tolerable error, risk of incorrect acceptance,
number of errors allowed, and the recorded amount of the population being sampled.
Choice "A" is incorrect. The sampling distribution does not have to approximate the normal distribution in
order for PPS sampling to be used.
Choice "B" is incorrect. Overstated units have a higher (not lower) probability of sample selection than
units that are understated, because with PPS sampling, each item is given a probability of selection in
proportion to its recorded amount (probability-proportional-to-size).
Choice "D" is incorrect. In PPS sampling, the sampling interval is calculated by dividing the recorded
amount of the population (not the number of physical units) by the sample size.

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