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Sample Size for Tolerance IntervalsCalculating Sample Size - Normal Method |
Smaller margins of error require larger sample sizes. If you specify one or more values for the margin of error, Minitab calculates the sample sizes that are required to achieve those margins of error.
Example Output |
Method
Confidence level 95% Percent of population in interval 95% Margin of error probability 0.05
Sample size for 95% Tolerance Interval
Margin Normal Nonparametric Achieved Achieved Error of Error Method Method Confidence Probability 1% 2480 4654 95.0% 0.049 2% 525 1036 95.1% 0.048
Achieved confidence and achieved error probability apply only to nonparametric method. |
Interpretation |
The results of the sample size calculations show that, to achieve a margin of error of 1% using the normal method, you need to collect 2480 observations. In other words, with 2480 observations, the probability that a tolerance interval will contain 96% or more of the population is only 0.05.
If you are willing to accept a 2% margin of error, you need only 525 observations using the normal method.