A poster previously has already mentioned this I think.
Stim says: Propaganda (P) is nothing but an attempt to influence behavior through repetition of slogans (AIBTRS)
This means P and AIBTRS are interchangeable and one and the same thing. Given that, if Health education (HE) is usually AIBTRS, then clearly HE is usually P.
How can "nothing but" in the above mean anything else other than P = AIBTRS? So it clearly proves the conclusion.
I have a question though of my own. The stim is interesting in that the last sentence is "Sadly however propaganda is much more successful than education". What role does it play in the argument: a premise, a conclusion?
It doesn't support the first sentence in the stim and has no real connection in the argument to the first sentence, but it does seem to depend on premises related to education and propaganda in the middle of the stim. So it's one of the two final (not intermediate) conclusions that the argument has? Or is it something else?
mattsherman Wrote:Hey Timmy, nice work! Please don't think I'm suggesting you don't know what you're doing, because you clearly do... But in this case I think I disagree.
Here's why... I looked up the question you referenced:
PT27, S1, Q20 - A poem is any work of art that exploits musical characteristics of language
So, we're defining what a poem is, so we would know that:
P ---> AEM
Notational Key: P - poem, AEM - artwork that exploits musical characteristics of language
But the definition uses the word "any." This means that if something is an artwork that exploits musical characteristics of language, then it's a poem:
AEM ---> P
And so the biconditional is absolutely correct here. But in
PT43, S2, Q18 - It is clear that what is
we don't have a term providing the same function as the word "any" from your example.
Does that make sense why you get a biconditional in one case, but not in the other. The LSAC is very careful with language. So to continue your example of the triangle, I think a better way to phrase the biconditional might be
"A triangle is any polygon with exactly 3 sides."
Triangle <--> Exactly 3 sides
What do you think?