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 Administrator
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#101101
Complete Question Explanation

Must Be True. The correct answer choice is (C).

Answer choice (A):

Answer choice (B):

Answer choice (C): This is the correct answer choice.

Answer choice (D):

Answer choice (E):

This explanation is still in progress. Please post any questions below!
 jlam061695
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#30301
Can someone please check my diagram for this question? I initially picked B, but after going back and doing it, I ended up with A. The correct answer choice is C.

D (we should do something) :arrow: MV (that will make others more virtuous) + P (praise) :arrow: LV (make less virtuous)

D (we should not so something) :arrow: LV (that will make others less virtuous) + P (praise) :arrow: MV (make more virtuous)

MV :arrow: DP (only the more virtuous deserve praise)

Even though I chose A initially, I was stuck between A and B because they seemed like the same answer choice, just worded differently (maybe that's why I should have realized that there can't be two "right" answers and crossed them both out). Is C correct because it ties the last premise (only the more virtuous deserve praise) with the premises other two premises? And is the "irony" in the stimulus that even though the more virtuous people are the only people that deserve praise, they also "suffer" from more praise because praise decreases their virtuousness?
 David Boyle
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#30345
jlam061695 wrote:Can someone please check my diagram for this question? I initially picked B, but after going back and doing it, I ended up with A. The correct answer choice is C.

D (we should do something) :arrow: MV (that will make others more virtuous) + P (praise) :arrow: LV (make less virtuous)

D (we should not so something) :arrow: LV (that will make others less virtuous) + P (praise) :arrow: MV (make more virtuous)

MV :arrow: DP (only the more virtuous deserve praise)

Even though I chose A initially, I was stuck between A and B because they seemed like the same answer choice, just worded differently (maybe that's why I should have realized that there can't be two "right" answers and crossed them both out). Is C correct because it ties the last premise (only the more virtuous deserve praise) with the premises other two premises? And is the "irony" in the stimulus that even though the more virtuous people are the only people that deserve praise, they also "suffer" from more praise because praise decreases their virtuousness?

Hello jlam061695,

As for the diagramming, it could be modiied to some of the following things: DMV (do promote more virtue), slash DLV (avoid doing things which create less virtue). P (praise) :arrow: (MV :arrow: LV) (make the more virtuous into the less virtuous), P (praise) :arrow: (LV :arrow: MV) (make the less virtuous into the more virtuous).
"MV :arrow: DP (only the more virtuous deserve praise)" should be rendered the other way around, "DP :arrow: MV".
Answers A and B are not exactly the same answer, although they are both wrong in similar ways, e.g., each misses the irony that you should be praising the baddies and not praising the goodies!
As for "Is C correct because it ties the last premise (only the more virtuous deserve praise) with the . . . other two premises?", yes.
As for "And is the "irony" in the stimulus that even though the more virtuous people are the only people that deserve praise, they also "suffer" from more praise because praise decreases their virtuousness?[/quote]", it seems that that is part of the irony. :D

Hope this helps,
David
 jlam061695
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#30412
David,

Thanks for your reply. I just have a question about one of the premises. Why is it "DP :arrow: MV" instead of "MV :arrow: DP"? Doesn't the word "except" indicate a necessary condition? Rephrased, wouldn't the premise state: "The more virtuous deserve praise"? Or should it be "Only the more virtuous deserve praise," thereby making the "only more virtuous" part a necessary condition? I thought there were some cases that the word "only" could indicate a sufficient condition.
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 Jonathan Evans
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#30436
Jlam,

You are correct that "except" generally introduces a necessary condition, and it does in this instance:

"none except the more virtuous deserve praise"

"Except" precedes "more virtuous." Therefore, "more virtuous" is the necessary condition. "Deserves praise" is the sufficient condition.

DP :arrow: MV

Be wary of veering off into exercises of rephrasing conditionals using constructions other than the standard "if... then..." because you can wade into a minefield that way.

You would not rephrase this statement as "the more virtuous deserve praise." Rather you could write: "Those who deserve praise are more virtuous."

Your construction "Only the more virtuous deserve praise" is correct.

"Only" can introduce a sufficient condition with the syntax "the only" as in "The only people who deserve praise are more virtuous." This is because the word "people" refers to those who are more virtuous, a condition necessary to deserve praise.

Look, Jlam, don't complicate this unnecessarily for yourself. Start by recognizing the conditional language. Then ask yourself if something is required for something else. If you can't get an answer that way, ask if something is enough to guarantee something else. Try to deal with these conditionals without resorting to mechanistic translations of phrases you've memorized. Stick with "if... then..." and explain them to yourself in an easily accessible manner.

What's the requirement here? Gotta be more virtuous. What's that a requirement for? Deserving praise.

DP :arrow: MV
 akanshalsat
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#42642
Could someone go over how to approach this question, Unfortunately I'm not following the discussion above, this question was a little difficult because the last sentence says that none except the MORE virtuous deserve praise, so how can C be correct? I chose B.
 nicholaspavic
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#42777
Hi akansha,

Your question about "approach" is a little harder for me to answer because this is fairly straightforward, conditional Must Be True - Principle question. The approach that people are discussing above is the correct diagramming of the sentences in order to better understand the conditional logic (it's contrapositives and chain relationships, etc) This diagramming approach is contained in our LR study materials and classes. As Jonathan notes, the "except" clause introduces the necessary in one of our sufficient and necessary conditionals. I hope this helps, but I am not sure what you are really asking for hep on with this problem?

Please let us know if you have a follow up question? :)

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