 Sample Size Webulator - Sampling from a Larger Population

This Webulator is based on the following sample size formula for a comparison study. The [Zalpha ] and [Zbeta] terms are provided in the following tables. The area under the normal curve for the [Zbeta] term is illustrated in the Figure 1. Conversion table to create the Z beta term (one tailed probability estimate=0.05);beta = 0.10 (power = 90%) ; [Zbeta] = 1.64 (one tailed probability estimate=0.06);beta = 0.12 (power = 88%) ; [Zbeta] = 1.55 (one tailed probability estimate=0.07);beta = 0.14 (power = 86%) ;[Zbeta] = 1.48 (one tailed probability estimate=0.08);beta = 0.16 (power = 84%) ;[Zbeta] = 1.41 (one tailed probability estimate=0.09);beta = 0.18 (power = 82%) ;[Zbeta] = 1.34 (one tailed probability estimate=0.10);beta = 0.20 (power = 80%) ;[Zbeta] = 1.28

 Conversion table for alpha and percent confidence to Z (alpha probability estimate of 0.10)=90% [Zalpha] = 1.64 (alpha probability estimate of 0.09)=91% [Zalpha] = 1.70 (alpha probability estimate of 0.08)=92% [Zalpha] = 1.75 (alpha probability estimate of 0.07)=93% [Zalpha] = 1.81 (alpha probability estimate of 0.06)=94% [Zalpha] = 1.88 (alpha probability estimate of 0.05)=95% [Zalpha] = 1.96 (alpha probability estimate of 0.04)=96% [Zalpha] = 2.05 (alpha probability estimate of 0.03)=97% [Zalpha] = 2.17 (alpha probability estimate of 0.02)=98% [Zalpha] = 2.33 (alpha probability estimate of 0.01)=99% [Zalpha] = 2.58

Only enter the numeric values without special characters for the expected mean, the expected standard deviation, the Zalpha,the Zbeta, and the percent difference between expected and actual, in the appropriate Webulator cells and then click on the button labelled CALCULATE to compute the sample size required to represent a sample drawn from a larger population.

 Expected Mean Expected StandardDeviation Zalpha Zbeta ExpectedPercent Difference
 Sample Size Numerator Denominator Click here to return to the Webulator Menu Page