We know that the majority of IN/OUT grouping games are open with all conditional rules. However, in grouping twists, we learn of those few CLOSED IN/OUT grouping games - the difference here besides knowing the number of elements, its that not all the rules are conditional. Correct?
In the first game as closed- subgroups in/out game the book has on pg. 553 chapter 13 grouping twist
I diagrammed it like a mismatch (chapter 6 ordering twist) ei: ___ ___ ___ ___ ___ |__ __ __ __
in out
Whereas the book suggest us for all in/out grouping games to use the logic chain.
I would like to know WHAT IS THE DIFFERENCE BETWEEN EITHER DIAGRAM. I actually got all answers right with the mismatch diagram. I tried the logic chain after, and I kept getting question #4 wrong. I read the explanations and they took a different approach (distribution). I also didn't find logic chain here too helpful with making inferences.
Why, if the result is the same, does the book suggest for all in/out grouping games to do the logic chain. But it also taught us in chapter 6 (ordering twist) to use the mismatch diagram? The only difference I see is that mismatch is more for ordering games, and the logic chain for grouping games though, I still don't get why not just sticking to one diagram?
Please, I hope you can help me have a better understanding of the two diagrams.
PS: I like your regular in/out grouping games, though I think they take so much time.
thank you!!