Office Boyd 313
Office Hours Mon. 10:00-11:00 a.m. 1:00 – 2:00 p.m.
Tu. 12:15 – 3:15
Thur. 12:15 – 4:15
Text Applied Linear Statistical Models 5th ed.
By John Neter, Michael Kutner, Chris Nachtsheim, William Li
The purpose of this course is to learn when, why, and how analysis of variance statistical testing is used. Random and fixed effects ANOVA models will be studied extensively using the statistical software Minitab. Multiple comparison methods such as Bonferroni, Scheffe, and Tukey will be used.
Students will be able to recognize the various ANOVA models and when they are appropriate.
Students will analyze ANOVA models to determine if they satisfy the assumptions of valid models.
Students will identify the appropriate multiple comparison method needed according to the information desired.
Students will utilize residual analysis to detect departures from ANOVA assumptions
Material Covered Chapters 16-21
Single factor ANOVA model
Estimation and testing of factor level effects
Tukey, Scheffe, and Bonferroni multiple comparison procedures
Tests for constant variance
Overview of remedial measures
Two-Factor analysis of variance
Analysis of factor effects in two-factor studies
Two-factor studies-one case per treatment
Three Exams 75%
Students may elect to complete a project consisting of 1 or more problems at the end of each chapter that relate to a specific data set in the appendix. The project grade will be used to replace any exam grade that is lower than the project grade. The project is due the last class meeting.