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#72689
Complete Question Explanation

Justify the Conclusion. The correct answer choice is (D).

For Justify questions, we want to 1) identify the conclusion and premises, 2) find the "gap" between conclusion and premises, 3) Pre-Phrase an answer choice that will hurdle that "gap" in order to 100% logically guarantee the conclusion, and then 4) find the answer choice that best matches that Pre-Phrase.

Step 1
Premise 1: Tailors alter manufactured patterns to accomodate future distortion
Premise 2: Pattern not match measurements of wearer exactly :arrow: tailor alters pattern to fit wearer
Conclusion: Professional tailor always alters the pattern to fit wearer

Step 2
Do the premises 100% logically lead us to the conclusion? Or is there a "gap"? Here, the conclusion is similar to our second premise. (The first premise is essentially a distraction and has nothing to do with the conclusion). But the second premise doesn't get us all the way to our conclusion, since the conclusion 1) introduces the idea of a professional tailor and 2) excludes the possibility of the pattern matching the measurements of the wearer exactly. So there is a gap between how far the premises get us and what the conclusion says.

Step 3
Since this is a Justify question, we want our answer choice to completely hurdle over the gap in the argument between conclusion and premises. The correct answer, when taken in combination with the premises, will allow us to arrive 100% logically at our conclusion. So I take a second before looking at the answer choices to Pre-Phrase an answer that will get us over the "gap" of the differences between the second premise and our conclusion (i.e. it will explain the presence of the word "professional" and explain the absence of the possibility of the pattern measurements matching those of the wearer exactly). My Pre-Phrase here would look something like: "Professional tailors don't service wearers who exactly match the pattern measurements." This gets us over the "gap" in our stimulus's argument and allows the conclusion to follow logically. We want to look for the answer choice that best matches that Pre-Phrase.

Now, a quick aside - you said that you picked Answer Choice (B) because it seemed like the "softest" answer to justify the conclusion. If I'm understanding that correctly, you were looking for an answer choice that didn't sound "too strong". While that is a good instinct to have for Assumption questions, that's actually the wrong move for Justify questions! For Assumption questions, we're looking for something that absolutely needs to be true in order for the argument to make sense. But for Justify questions, we are interested in one thing: completely closing the gap between premises and conclusion to ensure our conclusion 100% follows logically, at any cost!

Take this simple argument for example: "My roommate is cranky when it's hot. It's always hot everywhere in Texas. Therefore my roommate is always cranky whenever she's in the city of Austin." The major gap in that argument is that the stimulus talks about Texas, while the conclusion switches it up and talks about Austin. So a good answer for an Assumption question regarding that argument would play it safe with something like: "There's at least one city of Austin in Texas". But a Justify answer just needs to get us to the conclusion. It can be strong, it can be outlandish, it can be over the top. So something like, "Cities named Austin are in Texas and nowhere else", or even something silly like "Every city whose name starts with the letter A is in Texas" would function as a correct Justify answer! So don't be afraid of strong answer choices for Justify questions. If they get us to our conclusion, strong Justify answers are just what the doctor ordered.

Step 4

Answer Choice (A): This choice is incorrect because it doesn't explain the presence of the word "professional" in the conclusion or the absence of the possibility of the pattern measurements matching those of the wearer.

Answer Choice (B): This choice explains the presence of "professional" in the conclusion, but doesn't explain the absence of the possibility of the pattern measurements matching those of the wearer (and therefore the tailor would not have to alter the pattern to fit). In other words we still don't know why professional tailors always adjust the pattern, according to the stimulus's conclusion.

Answer Choice (C): This probably strengthens our stimulus's conclusion, but it doesn't 100% get us there. "Best" is not necessarily the same as "professional", and this still doesn't rule out that professional tailors sometime service clients whose measurements exactly match those of the pattern.

Answer Choice (D): This is the correct answer. It accomplishes what we wanted out of our Pre-Phrase: it addresses the idea of "professional tailors" and rules out the possibility of them sewing for a client whose measurements match the pattern. When combined with our second premise, it allows our conclusion to follow seamlessly, pun possibly intended.

Answer Choice (E): Again, this answer choice introduces the concept of the professional tailor but does not explain why they never serve clients whose measurements exactly match the pattern.
 vbkehs
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#74694
Hello! I chose B because it seemed the softest answer to justify the conclusion. Could you please explain why D is correct?
 Paul Marsh
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#74725
Hi vbkehs! Let's walk through this one. Please see the full explanation that I have posted above, and let me know if you have any additional questions!
 vbkehs
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#74912
Thanks, Paul!! I "sew" appreciate your thorough explanation and the note about soft/strong answers for necessary/justify questions!
Paul Marsh wrote:Hi vbkehs! Let's walk through this one. Please see the full explanation that I have posted above, and let me know if you have any additional questions!
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 alistotle
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#89473
Hello,

When doing the question, I thought that the first sentence of the passage established a conditional relationship. This is because the first sentence had a "when" and the second sentence was clearly a conditional, and it started with "also" suggesting that this might be a set of two interrelated conditionals. I diagramed this way:
Sentence 1: (Use manufactured pattern) :arrow: (alters pattern)
Sentence 2: ( NOT alters pattern) :arrow: (exact measurements)

With these two conditions, answer D, the correct answer did not seem right because I thought since tailors always alter patterns when using manufactured patterns, then they would alter the pattern even for someone whose measurements are exact (according to the first conditional).
I realize now that I should not have interpreted the first sentence as a conditional relationship. Is it just a general statement meant to confuse us? If so, how can I distinguish an extraneous sentence from one that has logical force? I ended up choosing B, but merely because I could not find a satisfying answer.

Thanks
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 Beatrice Brown
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#89509
Hi Alistotle! Thanks for your great question :)

First, you're correct that the first sentence establishes a conditional relationship! However, this conditional statement is not relevant to the conclusion of the argument, which is that a professional tailor will adjust the pattern to fit the wearer. The reason the first conditional statement is not relevant to the conclusion is that it tells us the situation in which the tailor will make alterations to accommodate for future distortion, but the conclusion is about making alterations to adjust the pattern to fit the wearer.

The mistake you made wasn't that you diagrammed the first sentence as a conditional statement, but rather, that you focused on how the first conditional statement can relate to the second conditional statement when only the second conditional statement is relevant to the conclusion.

Given that the conclusion states that a professional tailor will always adjust the pattern to fit the wearer exactly, we want to find an answer choice that forces this to be true. There are two things to notice before looking at the answer choices. First, the conclusion discusses professional tailors, but the premises only discuss tailors in general, so we want to find an answer choice that mentions professional tailors. Second, the conclusion says that the necessary condition of the second conditional is always true for professional tailors, so we want to find an answer choice that shows that the sufficient condition of this conditional statement (that the clothing won't be worn by someone whose measurements precisely match the pattern size) is always true. By showing that the sufficient condition always holds, this will ensure that the necessary condition always occurs.

Answer choice (D) matches this prephrase exactly, making it the correct answer choice.

I hope this helps, and let me know if you have any other questions!

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