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Home  /  Six Sigma Study Guide Articles  /  Performing Hypothesis Tests with Normal Data

Category: Performing Hypothesis Tests with Normal Data

Ted Hessing

Sample Size

Posted by Ted Hessing

Sample size determination is the mathematical estimation of the number of population units considering for the study.

This entry was posted in Analyze, Data Collection, Measure, Performing Hypothesis Tests with Normal Data and tagged ASQ, Black Belt, Green Belt, IASSC, Villanova. Bookmark the permalink.
Ted Hessing

One and Two Sample Z Proportion Hypothesis Tests

Posted by Ted Hessing

The One and Two Sample Proportion Hypothesis tests involve a population with two samples. These tests may assume a Binomial Distribution.

This entry was posted in Analyze, Performing Hypothesis Tests with Normal Data and tagged ASQ, Black Belt, IASSC, QuestionSet. Bookmark the permalink.
Ted Hessing

ANOVA Analysis of Variation

Posted by Ted Hessing

Analysis of Variance (ANOVA) is a parametric statistical technique that compares data sets. They evaluate the means of three or more factors.

This entry was posted in Analyze, Performing Hypothesis Tests with Normal Data and tagged ASQ, Black Belt, Green Belt, IASSC, QuestionSet, Villanova. Bookmark the permalink.
Ted Hessing

Paired T-Distribution, Paired T-Test, Paired Comparison Test, Paired Sample Test

Posted by Ted Hessing

A Paired T Distribution, Paired T-Test, Paired Comparison test, and Paired Sample Test compares the mean & standard deviation of two groups.

This entry was posted in Analyze, Performing Hypothesis Tests with Normal Data and tagged ASQ, Black Belt, Download, Green Belt, IASSC, QuestionSet. Bookmark the permalink.
Ted Hessing

One Sample T Hypothesis Test (Student’s T-Test)

Posted by Ted Hessing

One Sample T Hypothesis Test (Student’s T Test) are used to resolve hypothesis tests around comparing process means ( sample size to be <30)

This entry was posted in Analyze, Measure, Performing Hypothesis Tests with Normal Data and tagged ASQ, Black Belt, Download, Green Belt, IASSC, Villanova. Bookmark the permalink.
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