by andreperez7 Fri Dec 25, 2020 5:13 pm
I think the order of operation here is the following:
1) Use previous work to see if the AC held under the old rule. If it does it's a contender; if not, it's out.
We see that answers C-E all can be broken under the old rule, so they're not valid substitutes.
2) Inspect A and B. Either show that they allow for scenarios not possible under the original rule, or restrict scenarios possible under the old rule to strike them out.
3) Answer A says, if H/1, then G/3.
While if H is in 1, then certainly J and G are separate because J can't into 3. However, if H is 3, then both G and J can go into 2. That's not allowed under the old rule. So A is out.
4) At this point you should pick B and move on, but for posterity let's figure out answer choice B.
If J is in, then G is in 3 and that separates G and J. But what if G is in 2, the only other position it can go in?
If G/2 then J can't go into 2, because of the contrapositive of the rule (~G/3 -> ~J/2), which means J/1. In effect, G and J can't go together. This is the correct answer choice.
I hope this was of help.