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@djurli333199 Read the text explanation. He just completely forgot about the second condition when he was making the video for part A. All SEVTs are VTs, and VTs do not meet the second condition of being comparable in maximum current capacity. The first condition is irrelevant to A.
"The third sentence tells us that vacuum-tubes (superset of SEVTs) do not currently have maximum current capacity comparable to semiconductors. If the superset of SEVTs fails the necessary condition, then so too does the subset of SEVTs. Hence, we can infer that SEVTs are not preferable."
@aldertree00644 If you read the text explanation, it's pretty clear that he just missed the final sentence of the prompt when he was making the video, and the video needs to be corrected. It doesn't matter whether VTs can withstand more heat than semiconductors, because they fail the second condition and cannot be preferable for that reason.
@SMRegalado Try this: forget about lateness and the bell, and replace them with something else completely. What if we say, "sparkling wine is classified as champagne only if it comes from the Champagne region of France. Kumar is from the Champagne region of France. Therefore, he is a sparkling wine classified as champagne." Obviously, that's not true, but it is essentially the exact same logic as "students are cited late only if they arrive more than five minutes past the bell. Kumar arrived more than five minutes past the bell. Therefore, he is cited as late."
It might also help to think of possible situations where Kumar arrived 17 minutes after the bell, but he was not cited - maybe he had a doctor's note. Maybe the weather was bad, and the school bus Kumar takes was late. Those are situations where he might have arrived 17 minutes after the bell, but he wasn't cited for it. Now try to imagine a situation where Kumar arrived earlier than 5 minutes after the bell and was cited for being late - you can't. Because we know for a fact that you cannot be cited as late if you arrive earlier than 5 minutes before the bell. Basically, arriving 5 minutes past the bell is necessary for a late citation, but it is not sufficient.
@AsemanShahsavand I agree that if you look at all three sets of recommendations, it's obvious that the beverage was part of the problem. What is confusing me is that the question only asks about the second set of recommendations. After the results of applying the second set of recommendations, all the doctor knows at that point is that the beverage is not the reason the initial dosage didn't work. As far as the doctor knows at this point, t's possible that the dosage is too low, and the beverage is interfering with the medication, but it's also possible that the beverage is having no effect on the medication. After all, we've been told that the beverage often inhibits the medication's effect, not that the beverage always inhibits the medication's effect. It's not until they apply the third set of recommendations that we can be certain that this is one of the occasions when the beverage is inhibiting the medication's effect. So, yes, B does raise the possibility that the beverage wasn't a contributing factor. But, with the information we have after the second set of recommendations is implemented, that is actually a possibility.
I don't understand why we were supposed to take the results of the third set of recommendations into consideration, when the question specifically asks about the second set. Am I just reading it too closely? I thought that's what we were supposed to do on the LSAT. How can we know when we're being too pedantic?
@ChrisMcGrew They should really highlight your comment, because you are correct. There are simply two ways to read this sentence, and both will get you to the same conclusion. Neither version is "wrong." They should clarify that, and your comment should have way more upvotes.
@DaisukeKaga You are correct, and the text explanation makes that clear.
"The third sentence tells us that vacuum-tubes (superset of SEVTs) do not currently have maximum current capacity comparable to semiconductors. If the superset of SEVTs fails the necessary condition, then so too does the subset of SEVTs. Hence, we can infer that SEVTs are not preferable."
I'm not sure why they haven't fixed the video, people have been pointing this out since 2024.