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. 2009 Feb 1;80(1):124–130. doi: 10.1080/17453670902807474

Table 2.

In order to have an 80% chance that RSA would not reveal possible failures (excessively migrating stems) in a test sample of well-performing femoral stems (as denoted by the low failure rates in the left column), the RSA sample size would have to be as shown. Columns 2 and 3 show the minimum sample size required when the upper 95% confidence limit of the failure rate is 10% or less (the generally accepted failure rate benchmark for hip prostheses at 10 years). Columns 4 and 5 show the sample size when this confidence limit is raised to 15%. The effect of using a 1-tailed or 2-tailed test for the sample size calculation is also shown

Required sample size (80% power)
Upper 95%
CL ≤ 10%
Upper 95%
CL ≤15%
Failure rate 2-tailed 1-tailed 2-tailed 1-tailed
5% 231 179 75 59
4% 154 116 56 50
3% 100 76 46 40
2% 70 61 35 30
1% 54 46 35 19