Question Type:
Match the Flaw
Stimulus Breakdown:
Bliss is the most-watched show on the most-watched network. Therefore, it must have more viewers than any other show.
Answer Anticipation:
Bad comparison! Also, a flavor of quantifier mismatch here.
Let's think up a situation where this isn't true:
Imagine YXK has 50 million viewers and 50 shows. The viewers each only watch one shows, and they're split up evenly, except each show loses 1 viewer to Bliss. In this case, Bliss has slightly over 1 million viewers. If there's another channel with only 49 million viewers, but only 1 show, that should would have a viewership of 49 million people (let's call it The Simpsons network) and beat out Bliss.
The bigger takeaway here is that, when comparing two things, don't go through an intermediary unless the intermediary is the same for both things (e.g., Dave is taller than Matt, and Matt is taller than Steve).
Correct answer:
(A)
Answer choice analysis:
(A) Bingo. This argument compares two sets through an intermediary, and, for the same reasons listed above, the university's single chess player could hold the record as the most injured person despite chess injuries being less common.
(B) There's an additional term shift in this answer that makes it wrong (winning awards doesn't equal best). The second premise and conclusion are also reversed in this case.
(C) This argument is valid since the premise is about the tires individually.
(D) This argument is about a straight average and how the salaries are distributed between the extremes, not between jumping from one metric to another. As an example here, if 99% of police officers get paid just above the lowest salary among them, and 99% of firefighters get paid just below the maximum salary among them, the premises are all true but the conclusion wouldn't be.
(E) There's a slight term shift here between earning the most and being successful (it's possible that award wins is more determinative of success than earnings). Outside of that, though, there's not a big jump in this argument.
Takeaway/Pattern:
Don't try to do these numbers each time! Abstract the lesson from this question, and then apply it to similar situations without walking yourself through the entire explanation.
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