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 Higher the sample size, lower the Kmultiplier is For the same sample size, the Kfactor is different for a onesided Vs a twosided specification limit For this analysis, once we have computed Average and Std Deviation from collected data, weTABLES OF FACTORS FOR ONE SIDED TOLERANCE LIMITS FOR A NORMAL DISTRIBUTION ~ables are given here for applying a method for finding a onesided interval such that at least a proportion, P, of a normal population is covered a certain proportion, y, of the time when a sample of n measurements from the population is available A value of k isThe k value is a function of the confidence level desired, proposed coverage, and number of samples U = upper specification limit Table K 95% confidence and % coverage between (corresponding to 95% Critical Values For The One Sided T Test For P 1 And P 2 T P 1 T P 2 Download Table One-sided k factor table

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