This procedure can calculate power, sample size and minimum difference for the 1-Sample Z test, 1-Sample t, 2-Sample t, 1 Proportion, 2 Proportions, One-Way ANOVA. It also includes a simple sample size calculator for both continuous and discrete data.
At the Excel Menu (For Excel 2007, go to Add-ins first)
Choose ProcessMA > Statistics > Power and Sample Size
For 1-Sample Z, 1-Sample t, 2-Sample t, One-Way ANOVA and Simple Sample Size Calculator for continuous data:
You are the quality assurance manager for a printer cartridge plant. You need to ensure that printer cartridges are filled with a 60ml of ink and cannot vary more than ±2ml. You know from past records that the standard deviation is 3ml. Determine how many samples you need to take at a confidence level of 99% (a = 0.01) and power values of 0.8 and 0.9?
For 1 Proportion, 2 Proportions and Simple Sample Size Calculator for discrete data:
You are the logistic manager and you need to find out if the proportion of products damaged during transport changed after using a new packaging. Historically the proportion of goods damaged during transport is 0.1. Determine the number of samples you need to detect a difference of 0.05 at a confidence level of 95% (a = 0.05) for a power of 0.9?
Choose ProcessMA > Tools > Load Examples
In Category, select Statistics
In Tool, select Power and Sample Size

Sample sizes for the various tests are calculated.
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