Hi be1071517,Your four-assumption framework is genuinely sharp, and you've correctly mapped A, B, C, and D each onto one of the bridge assumptions. So let's answer your exact question:
does (E) attack any of assumptions 1-4? No - and here's the clean reason why.Notice that all four of your assumptions live on the
bridge between the premise ("more papers sold in S") and the conclusion ("S citizens better informed"). Each of A-D gives a reason that bridge might not hold: maybe the sales aren't per capita (
3), maybe the buyers aren't S citizens (
2), maybe buying isn't reading (
4), maybe the papers aren't about world events (
1).
(E) doesn't touch the bridge at all - it sits on the premise side. A lower newsstand price is just a possible
explanation for why more papers are sold in S. But "more papers are sold in S" is already a
given fact in the stimulus. Explaining the cause of a fact you already accept does nothing to the leap from that fact to informedness.
So run your own test on (E):
Does it offer a reason why "more papers sold" might NOT mean "more informed"? No. It actually leaves all
four assumptions intact - it just tells you why the premise might be true. That's why it neither weakens nor strengthens, and is the EXCEPT answer.
To lock the distinction in, turn one knob:- (E) as written -
"papers are cheaper in S" - explains the premise - no effect on the bridge.
- Now imagine (E) said
"the cheaper papers in S are bought mainly as wrapping paper" - that would jump onto assumption
4 (buying does not equal reading) - and suddenly it
weakens.
Same topic, but only the second version reaches the bridge. (E) as actually written never gets there.
Answer: Ebe1071517
Premise: More newspapers sold in Town S than Town T.
Conclusion: Citizens of Town S are better informed about major world events than citizens of Town T.
Gap/Assumption being made: "Newspapers sold" = "Informedness about major world events." This single jump hides several embedded assumptions:
- The newspapers sold actually cover world events (not just local news, sports, classifieds, etc.)
- The newspapers sold are bought by and read by the citizens of that town (not bought elsewhere, not bought and discarded)
- Higher sales volume per capita — not just in absolute terms — reflects greater consumption
- Buying a newspaper translates into actually reading/absorbing its content
This is a classic
"X correlates with Y, therefore X causes/indicates Y" argument, except even simpler — it's really
"more of metric A (sales) → therefore more of unrelated metric B (informedness)." Any answer that attacks the
bridge between sales and informedness will weaken. Any answer that's
consistent with or
irrelevant to this bridge will not weaken (and is the EXCEPT answer here).
Framework for Evaluating Each Choice
For an "EXCEPT" weaken question, ask of each option:
- If YES → it weakens → eliminate (since we want the one that does NOT weaken)
- If NO, or if it's irrelevant/neutral/strengthens → that's our answer
Walking Through Each Option
(A) Town S has a larger population. → Attacks assumption #3 (per-capita vs. absolute). More people = more total sales naturally, even if each individual citizen is equally or less informed.
Weakens.(B) Most citizens of Town T work in Town S and buy their papers there. → Attacks assumption #2 (who actually buys/reads them). T's sales are being misattributed to S; T's residents could be just as informed, their purchases just got counted under "S."
Weakens.(C) Average S citizen spends less time reading newspapers than average T citizen. → Attacks assumption #4 (buying ≠ absorbing). Even if S buys more, if S reads less per paper/person, they could be less informed.
Weakens.(D) A weekly newspaper restricted to local events is published in S. → Attacks assumption #1 (content = world events). Some of S's "newspapers sold" count includes a publication that contributes
zero to world-event informedness — so the raw sales number for S is partly irrelevant/inflated for this specific comparison.
Weakens.(E) Average newsstand price in S is lower than in T. → Does this attack any of the four assumptions?