PrepTest 101
[lcid:3502] Prep Test 101 LSAT — Logical Reasoning — S3
Logical reasoning
Question prompt
Dr. Z: Many of
Remaining source text redacted.
Why the credited answer is right
Credited answer: E
The notes below walk through why it fits the stem and how to eliminate the rest.
Question Type
Must Be True Questions / Quantifiers Questions / Sufficient & Necessary Questions
Answer choices
-
ASome of Dr. Q's Remaining source text redacted.
Why choice A is not credited
Incorrect. While Dr. Z only commits to "[m]any" of these characterizations not providing a sound basis of criticism, that doesn't allow us to infer that others do provide such a basis. Saying, "Some humans are born on Earth," is true, but, in fact, all are. These basic quantifier words establish minimums, not maximums. -
BAll of Dr. Q's Remaining source text redacted.
Why choice B is not credited
Incorrect. The discussion of Dr. Q's characterizations are made in a weak statement ("Many"), so this answer is too strong ("All"). -
CAll of the characterizations Remaining source text redacted.
Why choice C is not credited
Incorrect. The discussion of Dr. Q's characterizations are made in a weak statement ("Many"), so this answer is too strong ("All"). -
DIf the characterization of Remaining source text redacted.
Why choice D is not credited
Incorrect. This answer is the negation of the second premise, so it's not something that can be properly inferred. -
EAt least one of Remaining source text redacted.
Why choice E matches the stem
Correct. Argument or Facts:
Facts
Question Type:
Must Be True
Stimulus Summary:
Dr. Q's characterizations of Dr. Z's work-some-Imprecise
Imprecise → not Adequate basis for sound criticism
Answer Anticipation:
While it definitely isn't required to treat this argument as conditional/quantifier in order to find the correct answer, it can definitely be helpful!
The first statement starts with "[m]any," which is equivalent to some, which is how we ended up with our diagram of the first premise. And the second states that "such characterizations"—the imprecise ones—"do not" serve as a good basis for criticism. That is a rule that applies to all imprecise characterizations, which is how we ended up with the second diagram.
With those two noted, we can see that the sufficient condition of the conditional statement also shows up in the some statement, which means we can draw a some inference by combining them:
Q's characterizations of Z's work-some-not Adequate basis for criticism
If you didn't use conditional/quantifier logic to approach this question, you still should have noted that the two statements overlapped in both discussing "such characterizations," so an inference could be drawn by combining them. And since the first statement is very weak, the inference that could be drawn from it would also be weak, leading you to the same anticipation.
Answer Explanation:
This answer matches our anticipation. It's established that many of Dr. Q's characterizations are imprecise, and such characterizations can't provide an adequate basis for sound criticism. As such, those characterizations that are imprecise—and there's at least one of them—can't serve as an adequate basis for sound criticism, as this answer states.
Key Takeaway:
Quantifiers and conditional logic provide us with a tool to understand these types of statements and make inferences from the logic of them. However, they're just tools to help us, they're not mandatory. Here, it's arguable whether they were needed. That said, these concepts are most commonly tested in Must Be True questions, so you should be on the lookout for them when you're in this question type.
What this tests
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