Three kinds of stimulus: argument, fact set, rule set
An argument has a conclusion — a claim the other sentences are meant to support. A fact set is a collection of statements with no claim being supported (a survey result, a description of a process, a set of observations). A rule set is one or more conditional statements you are meant to combine (if A then B; no C without D).
The difference is not cosmetic. On arguments you evaluate reasoning; on fact sets and rule sets you combine information. There is nothing to weaken in a fact set, because nothing is being argued.
| Stimulus type | Has a conclusion? | Typical question types |
|---|---|---|
| Argument | Yes — a supported claim | Flaw, assumption, strengthen, weaken, main conclusion, method, parallel |
| Fact set | No — just statements | Must be true, most strongly supported, paradox, cannot be true |
| Rule set | No — conditionals to combine | Must be true (conditional), inference |
Let the question stem tell you what to expect
The stem is your fastest clue. Stems that ask you to evaluate reasoning — "which is an assumption the argument requires," "the reasoning is flawed in that," "most weakens" — promise an argument with a conclusion.
Stems that ask what follows from the statements — "if the statements above are true, which must also be true," "most strongly supported by," "which would, if true, resolve the apparent discrepancy" — usually point to a fact set or rule set, where you are combining information rather than judging an argument.
This is why many strong test-takers glance at the stem before reading the stimulus: it tells them whether to read for a conclusion or read for combinable facts. The reading job is different, so knowing it in advance saves a re-read.
The layperson paraphrase test
After reading any stimulus, try to paraphrase it in plain language — as if explaining it to someone with zero LSAT background. Strip the jargon. If you cannot put it in a simple sentence, you have not actually understood it yet, and that gap is where wrong answers get you.
The paraphrase also surfaces the structure. As you restate each sentence, ask what it is doing: is it giving evidence, stating a fact, laying down a rule, or drawing a conclusion? If none of the sentences is doing the job of "the claim everything else supports," you are looking at a fact set or rule set — and you should stop hunting for a conclusion.
This habit protects you from a subtle error: mistaking an emphatic or interesting sentence for a conclusion just because it stands out. Function, not volume, decides what a sentence is.
Why this matters on Must Be True and paradox questions
On Must Be True questions, your job is to find the answer that the statements guarantee. There is no argument to critique and no assumption to supply — only facts to combine. If you have invented a conclusion, you will start judging "how well supported" it is and drift toward answers that sound reasonable rather than answers that are forced.
On paradox (resolve-the-discrepancy) questions, the stimulus presents two facts that seem to conflict. Neither is a conclusion; both are true. The correct answer adds a fact that lets both stand together. Treating one of the two facts as a conclusion to be defended sends you looking for the wrong kind of answer.
In both cases the move is the same: accept the statements as given, and reason from them — do not argue with them.
Worked examples
Argument: "The new bus lane reduced average downtown commute times. So the city should add bus lanes on three more corridors." The second sentence is a recommendation supported by the first — this is an argument with a conclusion, and it has an assumption (that what worked downtown will transfer). Here you can attack a gap.
Fact set: "Downtown commute times fell after the bus lane opened. Ridership on the affected route rose by a fifth. Car traffic on the parallel avenue did not change." Three observations, no claim being supported. A Must Be True answer here must follow from the three facts together — there is no gap to attack because nothing is being argued.
Notice that the two stimuli share content but call for opposite reading jobs. The first wants you to judge reasoning; the second wants you to combine facts. Deciding which one you are looking at is the first move, not an afterthought.
The common mistake
The biggest mistake is forcing a conclusion onto a fact set because you assume every stimulus must have one. It does not. When no sentence is supported by the others, there is no conclusion — and that is fine.
A close cousin is treating the last sentence as the conclusion by default. Conclusions can sit anywhere, and many stimuli end on a plain fact. Decide by function, not position.
The last mistake is over-formalizing — diagramming a stimulus into conditionals when it is really a set of plain facts, or paraphrasing a simple fact set into symbolic logic it does not need. Read for what each sentence does, then use only the machinery the question actually calls for.
Frequently asked questions
How do I know if a stimulus has a conclusion?
Ask whether any one sentence is supported by the others — whether the rest are there to make you believe it. If yes, that's the conclusion and you have an argument. If every sentence is just a fact or a rule with nothing being argued for, there's no conclusion and you have a fact set or rule set.
Can a stimulus have two conclusions?
An argument can have a main conclusion plus an intermediate (subsidiary) conclusion that supports it — but there's still one main point. A fact set has zero. If you think you've found two equal main conclusions, re-read: one is usually evidence for the other.
Do inference questions ever sit on top of an argument?
Occasionally the stimulus contains an argument, but the inference question still asks what must be true from the statements as a whole, not whether the argument is good. Read it as information to combine. The presence of a conclusion doesn't change your job on a Must Be True stem.
What's the fastest way to tell which kind I'm looking at?
Read the question stem first. Evaluate-the-reasoning stems (flaw, assumption, strengthen, weaken) mean an argument. Follows-from stems (must be true, most strongly supported, resolve the discrepancy) usually mean a fact set or rule set you combine.
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