Question:

The measurement of sampling error is usually called:

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Precision of sampling plan = how close your sample gets to the true population value, measured by standard error.
  • Significance level
  • Confidence level
  • Precision of sampling plan
  • Validation of data
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The Correct Option is C

Solution and Explanation

Sampling error is the discrepancy between a sample statistic and the true population parameter, arising due to the use of a sample rather than the entire population. The {precision of a sampling plan measures how tightly sample estimates cluster around the true population value, typically quantified by the standard error or margin of error. A higher precision indicates a smaller sampling error. In contrast, the significance level (option 1) relates to hypothesis testing, the confidence level (option 2) describes the probability that a confidence interval contains the true parameter, and validation of data (option 4) refers to checking data accuracy, not sampling error. Thus, option (3) is correct.
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