Learning Outcomes

After successfully completing the Module 6 in Blocking and Confounding in 2^K Design, students will be able to

1. Explain Blocking and Confounding in 2^k Factorial Design
2. Replicate the Design with Blocking and Confounding
3. Confound and Block Using -1/+1 Coding System in 2^k design
   1. One Effect with Two Blocks (2¹)
   2. Two Effects with Four Blocks (2²)
   3. Three Effects with Eight Blocks (2³)
4. Confound and Block Using 0/1 Coding System in 2^k design
   1. One Effect with Two Blocks (2¹)
   2. Two Effects with Four Blocks (2²)
   3. Three Effects with Eight Blocks (2³)
5. Choose Appropriate Effects for Blocking and Confounding, and Find their Generalized Interactions for 2^p Blocks
6. Explain Complete vs. Partial Confounding and their Applications

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What is Blocking