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I thought that I had a general understanding of this topic, but I am stumped with what seems to be a fairly simple problem!
The attached table of a 2^k-p design was given. The question is identify the values for k and p and the generators associated with the design.
After referencing my book, my notes, and internet sources, this is not adding up!
At first glance I thought this was a 2^6-3 design (6 factors, 8 runs), which means my design generators would be D=AB, E=AC, and F = BC. However, the associated plus/minus levels then do not match the table. Can anyone tell what I am missing here?
The attached table of a 2^k-p design was given. The question is identify the values for k and p and the generators associated with the design.
After referencing my book, my notes, and internet sources, this is not adding up!
At first glance I thought this was a 2^6-3 design (6 factors, 8 runs), which means my design generators would be D=AB, E=AC, and F = BC. However, the associated plus/minus levels then do not match the table. Can anyone tell what I am missing here?

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