Ok, here's part 2 of my answer. This time I'll talk about the drill directly.
The first thing to know about this drill is that it was intentionally made to be
extremely difficult. Everyone who encounters this drill misses questions. I've never seen someone just go out and ace it (not saying it has never occurred or can't occur; it would just be rare). So, you having some difficulty with this is to be expected. It also begs the question as to why we would make a drill that's harder than pretty much any real LSAT game. Are we crazy or sadistic? No, we're neither, and there is a good reason for what we're doing. Sometimes we make drills extra hard in order to have a sort of Boot Camp effect: if we make some exercises really challenging, then the real thing won't feel so bad.
Ok, so we know the drill is really difficult, and why we've made it that way. But what is happening in the drill that actually makes it hard? One of the reasons is that there is an extremely complex interaction between the second rule and the last rule. I suspect that it was the consequences of this interaction (as opposed to a significant issue with diagrams or contrapositives) that caused the problems you had here.
On page 6-83, there's a lengthy explanation of that 2nd rule/Last rule interaction. Did you get a chance to read that discussion in the answer key? It's the kind of thing that a lot of students skip over, but it turns out to be pretty key to understanding all of this.
That second rule by itself is also troublesome because it's built on a negative sufficient condition. Most conditional rules feature positive sufficient conditions (such as A
B), and those types of statements are easy to work with because they are triggered when something happens (in the diagram I just cited case, it's when A occurs). So, all you have to do is track what's going on with the variable in question, and then when it occurs, the rule is enacted. Negative sufficient conditions only come into play when the sufficient condition variable doesn't occur. For example, if your diagram is
D G, this rule is triggered when D doesn't occur. so, it's easy to forget about and not realize that you don't have D, so that means you are forced to have G. And, the contrapositive (
G D ) also features a negative sufficient condition, so that's easy to forget about too!
Remember, in grouping, it's not just the variables that are selected that can make things happen, but the unselected variables can also have an impact. In this case, when B is not selected, then exactly one of H or I occur. By the way, the contrapositive of that rule is extremely tricky, and thus it's fully discussed on page 6-83.
So, just from those two rules you've got a lot going on already. There are still 6 other rules to juggle, as well as 12 total variables. It's like a supersized game scenario, and then on top of that it's got some vicious rules. It's not easy to handle!
What I want you to do, if you don't mind, is to please go through the drill one more time, using some of the information above. Even doing that, you'll probably run into some issues, so please jot those down, and then bring them back here, and I'll solve each question with you.
Please let me know if that works for you. Thanks!