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PMPCAPM

Statistical Sampling

Statistical sampling involves selecting a representative subset of a population for inspection, allowing the project team to draw conclusions about overall quality without inspecting every item.

Explanation

Statistical sampling is a technique used in Control Quality when inspecting every deliverable or item is impractical, too costly, or destructive. Instead of testing 100% of items, a carefully selected sample is tested, and the results are used to make inferences about the quality of the entire population. The sample must be representative and of sufficient size to provide statistically valid conclusions.\n\nThe two main types of sampling are attribute sampling (the result either conforms or does not conform, such as pass/fail) and variable sampling (the result is measured on a continuous scale, such as dimensions or weight). The appropriate sample size and sampling method depend on the confidence level required, the acceptable defect rate, and the population size. Sampling plans such as those defined by ANSI/ASQ Z1.4 provide standardized approaches.\n\nStatistical sampling reduces the cost of quality control while still providing confidence in the quality of deliverables. It is particularly useful for large production runs, destructive testing scenarios, and situations where 100% inspection is too time-consuming. The trade-off is that sampling introduces a small risk of accepting defective items or rejecting acceptable batches.

Key Points

  • Used when 100% inspection is impractical or too costly
  • Attribute sampling: pass/fail. Variable sampling: measured on a scale
  • Sample must be representative and of adequate size
  • Reduces quality control costs while maintaining confidence in results

Exam Tip

Know the difference between attribute sampling (binary: conforms or does not) and variable sampling (measured on a continuous scale). The exam may test this distinction directly.

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