WaltGrace1983 Wrote:"Except perhaps" is also equivalent to plain ol' "except" right, Christine?
WaltGrace1983 Wrote:Alright guys, I found a simpler solution to this problem. I decided not to think about it like an inference question but rather I tried to just look at the ones in which the necessary/sufficient conditions align, a time-saving trick that principle questions often test. What I mean is that in principle questions you will often see something like "If Sally walked the dog, John walked the cat" and the incorrect choices will say something like (_______ → Sally walked the dog) or (John walked the cat → ________), obviously being wrong because they mistake the necessary/sufficient conditions. Let's break this down like a friggin' enzyme
Let's think about what we know:(1) It is wrong to restrict liberty
(2) If failing to restrict liberty would NOT allow individuals to cause harm, then it is wrong to restrict that liberty
(3) To publish is a liberty
(4) To offend is not to cause harm
So we have these four facts and they are very much conditional so we can put them into a logical form:(1) Restrict liberty → Wrong
(2) ~Harm → Wrong
(3) Publish → Liberty
(4) Offend → ~Harm
I'll add a caveat to this because (1) and (2) are not both sufficient in themselves to bring about (Wrong). What I mean is that simply restricting liberty does not mean that restricting that liberty undoubtedly wrong. Why? Because what if something restricts liberty, but also would cause harm if that liberty were not restricted? This wouldn't be wrong! The stimulus says so! Look at the stimulus again and read it carefully if you don't know what I mean. Therefore, (1) and (2) have to be combined together! In order to be wrong, it must both (restrict liberty) and (~harm).(Restrict Liberty) AND (~Harm) → Wrong
~Wrong → (~Restrict Liberty) OR (Harm)
This is really all we need. Now comes that little time-saving trick I was talking about earlier. Look at the conclusions of every answer choice. You don't need to bother with the premises yet but just look at the conclusions. Do you see something funny about them in comparison to the diagrams we have above?
(A) _______ → ~Right
(B) _______ → ~Wrong
(C) _______ → Offensive
(D) _______ → ~Wrong
(E) _______ → ~RightWe can automatically eliminate (B), (C), and (D)! Why? Because the conclusions of those answer choices do not match any possible conclusions of our stimulus's diagram. We only know (_______ → Wrong) or (~Wrong → _______). Anything else we simply cannot infer! Let's get rid of (B), (C), and (D).
Now what about (A) and (E)? We don't know anything about (~Right)! So why are these okay? They are okay because if we can conclude from a set of premises that something is WRONG then we can similarly conclude from those same premises that something is NOT RIGHT. If Wrong → ~Right; if Right → ~Wrong. This is just the plain definition of the word. So let's look at (A) and (E)(E) is...
Restrict Publication & ~Serious Harm → ~Right
(A) is...Restrict Publication & Offensive → ~Right
(E) oversteps the boundaries of the stimulus. Just because something doesn't cause serious harm does not mean that it does not cause harm at all. A paper cut is not serious harm; it is however harm nonetheless.
I also would like to mention something neat about (A). It says that it is only offensive. This is really cool because, once again, we aren't 100% certain that restricting liberty and not causing harm is 100% sufficient to bring about wrong. Maybe an action could restrict liberty and not cause harm but it would instead cause something else that is clearly wrong (I cannot think of anything off of the top of my head that would not involve causing harm but still...). (A) probably doesn't absolutely NEED the "only" offensive part, but it is a rock solid answer choice and shows how well this question was written.
Hope that helps!
noah Wrote: P.S. The fact that (B) seemed to restate a premise makes it suspicious.
zcxlwj Wrote:Hello - I have a question about general test taking strategy.
Noah mentioned an answer choice that appears to be restating a premise may be suspicious. I recall reading elsewhere on the forum that, for an Inference question, being too similar to a statement in the stimulus is not a good reason not to select an answer choice.
Could you someone please help clarify? Also, is there any difference between "infer" and "properly infer"? Thanks.
mattsherman Wrote:Sure, it's simply a matter of degree. "Infer" means must be true, while "most supported" means more support than anything else. "Most Supported" questions have a lower bar of proof than "Must be True" questions.
Hope that answers your question!