- Sat Mar 18, 2023 8:02 pm
The short answer here, mathildebarland, is that at least 3 of our campers will have to buy tents. K and M must always get tents, and in this case G also has to get one, because otherwise G gets just a stove, which would violate the conditions of the question (L has to be the ONLY camper who buys a stove and nothing else). J might also buy a tent, but that doesn't have to happen.
Since at least 3 campers have to get tents, we can eliminate answers A, B, and D.
We also know that K and M must buy stoves, and the conditions of the question require L to also buy one, for a minimum of 3 stoves. G might also get one, and J could as well, but we're starting with a minimum of 3. At this point, answer E looks possible - 3 tents (G, K, and M) and 3 stoves (K, L, and M). But that can't be the end of it, because J still has to get either a stove or a tent. So if there are only 3 stoves, J gets a tent, making for 4 tents. If there are only 3 tents, then J gets a stove, which makes 4 of those. We can't have 3 and 3! That eliminates E, and C is the winner.
To show this a little more visually, here's what the question requires of us:
G: T (maybe also S?)
J: RS or else RT
Because J has to have S or T, there will always be at least 4 stoves or else at least 4 tents.
Adam M. Tyson
PowerScore LSAT, GRE, ACT and SAT Instructor
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