by noah Wed May 25, 2011 5:41 pm
Well, if S and G must both be on odd-numbered slots, which slots could that be? The only ones are 1, 3, and 5.
We'll start with S. We can be confident that S can go in slot 3 since one of the rules limits slot 3 to either S or W, but there's a slight chance it can't. But, let's focus on 1 and 5.
If S is in slot 1, we have L in 2, W in 3 (W or S must go in slot 3). Where will the G go? Must be in slot 5, and P must follow in slot six (G -- P rule). That leaves no room for R (R = 1 or 6 rule). Thus, S can't go in slot 1.
Can S go in slot 5? That puts L in slot 6. R must go in 1. Where does our G go? It can't go in slot 3 (3 = S or W rule). Thus, S can't go in slot 5.
So, S must go in slot 3. G must go in either 1 or 5. Thus, we have:
1: G/
2:
3: S
4: L
5: G/
6:
P (after G). R in 1/5 and W undetermined.
Off to the answer choices:
(A) P can't ever go in slot 1.
(B) W seems fine in 2. Confirm by drawing out and pull the trigger (if this answer were at (D), and that looked good, with (A) - (C) eliminated, I would simply go and eliminate (E)..
(C) L must be on 4!
(D) L must be on 4!
(E) If W is in slot 6, we can't put G in 5 because there'd be no space for G, and we can't put it in 1, because R has to go there. Eliminate.
If you struggled with this question, I would guess you didn't figure out that S must be in 3.