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STA 417 Design and Analysis of Experiments III

HND2 levelSciences14 topics

STA 417 covers 14 topics. StudyPath paces them into daily study sessions that finish before your exam date, with practice questions and worked answers for each one.

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Course outline

The topics this course covers, in teaching order.

  1. Graeco-Latin square design
  2. Partitioning sums of squares in Graeco-Latin squares
  3. ANOVA for Graeco-Latin square design
  4. Standard errors in Graeco-Latin square design
  5. Cross-over designs
  6. Partitioning sums of squares in cross-over designs
  7. ANOVA for cross-over designs
  8. Missing values in cross-over designs
  9. Factorial experiments
  10. Main effects and interactions
  11. Confounding and factorial replication
  12. Yates’s algorithm
  13. Split-plot design
  14. Incomplete block designs

A sample from this course

One topic, as StudyPath teaches it.

Graeco-Latin square design

A Graeco‑Latin square is a two‑dimensional arrangement of two orthogonal Latin squares, used in experiments to control for two blocking factors simultaneously. Mastering its construction, orthogonality property, and analysis is essential for designing balanced experiments with two nuisance variables, a common requirement in the NUC CCMAS and NBTE syllabi.

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