A
can vividly imagine remote but attainable benefit
B
can vividly imagine their present pain being felt in the future
C
have succeeded in the past at modifying their behavior
D
are relatively unaware of their own behavioral characteristics
E
can vividly remember the pain caused them in the past by their bad habits
A
fails to provide an adequate definition of the term “intellectual achievement”
B
bases a generalization on a sample that is likely to be unrepresentative
C
overlooks the impressive achievements of other past civilizations
D
relies on two different senses of the term “scientific”
E
takes a mere correlation to be evidence of a causal relationship
We have an MBT question which we can glean from the question stem which reads: If the statements above are true, which one of the following statements must also be true?
We’re told there are 3 sets of people at this gathering: bankers, athletes, and lawyers. Sounds like a pretty nice gathering! Then we get a pair of very straightforward conditional statements that we can map out: Bankers→Athletes and Lawyers→/Bankers. So what do we know about our three categories of attendees? If you’re a banker then you are definitely an athlete and you are definitely not a lawyer. If you are a lawyer you are definitely not a banker. And if you’re an athlete—well, we don’t know much. We know that all bankers are athletes, and therefore some athletes are bankers. We can’t say anything more than that.
This question is a test of your ability to understand conditional logic. There’s not much more to break down about this stimulus. I suppose we could spend more time asking questions about this gathering—where is it being held? Who are these hybrid banker/athletes? What are these titans of industry and sport gathering to discuss? But that’s not really what you’re here to learn about, so let’s move onto the answer choices:
Answer Choice (A) We know all the bankers are athletes, but if you know your conditional rules, you know that we can’t simply flip this around without negating both sides. This is a very simple case of sufficiency/necessity confusion. Case closed! Moving on.
Answer Choice (B) We know that none of the lawyers are bankers. Other than that, we have no information to go off of. This is wholly unsupported.
Correct Answer Choice (C) Here we go! If you think back to our analysis of the stimulus we concluded that some athletes are bankers. What do we know about bankers? They are definitely not lawyers. Therefore some athletes are not lawyers. Simple as that!
Answer Choice (D) This is just the opposite of what we know to be true. No bankers are, in fact, lawyers.
Answer Choice (E) We don’t know anything about the relationship between lawyers and athletes so we cannot conclude anything about whether there are or are not any lawyers who are athletes.