Mymisc Wrote:I found myself in a myth here, would someone please help to see what I missed in this argument.
"myth"?
i'm not sure what you mean here, but you definitely don't mean "myth".
maybe "quandary" or "impasse"?
I can see that E works very well to weaken the argument. But another weakening approach to this kind of problem is normally to identify some reasons that might also contribute to the different results for the two groups compared.
i'm not sure what "method" you are referring to here, but it seems that you're over-thinking the problem.
in general, the best approach to these problems is just to take the answer choices, one at a time, and decide (from an unbiased standpoint) whether each choice strengthens or weakens the argument.
it's generally a bad idea to introduce irrelevant considerations, as you're doing here.
If 'indistinguishable' in E is changed to something like "distinguishable" things, say the 1/4 patients already in worse shape before the surgery, the argumenet would be weakened as well.
no, it wouldn't.
as it stands, this statement wouldn't substantively strengthen or weaken the argument, because we don't know enough about whether the
doctors were aware of the difference -- remember that the main point of the argument is about the
doctors' motivations in performing the surgery, not about the outcome of the surgery per se.
if your escalated this statement by including the fact that the doctors
knew about this difference in health, then this statement would actually strengthen the argument somewhat, because it would indicate that the doctors were still performing the surgery even on patients with a low chance of a positive outcome.
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So then, addressing either the "indistinguishable" traits or "distinguishable" traits of the two compared groups can weaken the argument, HOW CAN two opposites can reach the same goal of weakening? I felt something buried in the logical chain I am not aware of yet.
hmm
well, is easy to construct examples in which both a statement and its opposite could weaken a conclusion.
for instance, off the top of my head:
The roster of voters from Townville includes three people named "Morgan". since this name is commonly given to both men and women, it's impossible to determine whether these voters are male or female.consider:
(a) In Townville, the name "Morgan" is traditionally given to females.--> WEAKEN
... because this means that the "morgan"s are probably women.
(b) In Townville, the name "Morgan" is not traditionally given to females.--> WEAKEN
... because this means that the "morgan"s are probably men.
here, we have an example in which each of two opposite statements would be a weakener.
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in general, though, the main point is that
you should only consider the effect of the statements that are actually given!
you have your hands full enough with these statements; the last thing you want to do is exacerbate the difficulty by introducing irrelevant considerations.