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Question asks us to strengthen psychologist interpretation which is based on data shared with atletes.

In order to support,we need to look for an option that supports the role of data. Only option B And E supports the benefit of having data of the competitor.

While as per E, there was no improvment in atletes with no data which is not true as per conclusion of the argument.

Hence B

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B is better than other options, but a bit problematic one: stem is talking about improvement within the chosen group, while B is focused on comparison of performance across groups. It might have been the case that group 2 (stated in the original text; i assume "those" refers to that group hopefully, otherwise it does not make sense) had result 100, and stayed same after trainings, and group 3 had result 50, but became 100 after trainings. Note, group 3 had no info on competing team, but still improved - this actually weakens the argument.
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Does E also not convey that everyone in the group that had data on competition perform better? As the question mentions about average improvement, it could be biased if there is a scenario where only 1 member improves significantly, and the performance of everyone else remains the same. So, E mitigates that scenario by contending that the performance of all the members in the group improved.

Not sure where I am wrong here. GMATNinja VeritasKarishma AjiteshArun please help
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Does E also not convey that everyone in the group that had data on competition perform better? As the question mentions about average improvement, it could be biased if there is a scenario where only 1 member improves significantly, and the performance of everyone else remains the same. So, E mitigates that scenario by contending that the performance of all the members in the group improved.

Not sure where I am wrong here. GMATNinja VeritasKarishma AjiteshArun please help
Hi doeadeer,

Interesting. I agree with you that E cannot be as irrelevant as the OE says it is. Strengthening the existing support like this should strengthen even a conclusion like the one in this question. That said, I agree that B is easily the best option here, as it strengthens the link between competition and performance. It'd be good to see more opinions on this though.

By the way, are you comfortable with B? That is, is your question "why is E not correct" or is it "why is B correct" as well?
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yash9045
Sports psychologist: Competing against other athletes can have a positive effect on athletic performance, even when the outcome of the competition is inconsequential. Two groups of amateur cyclists adhered to the same training program, but members of one group were provided with objective data on their performance and the performance of the other group members, while the second group was given no information. The cyclists who were able to compare themselves to other group members had a significantly greater average improvement in strength and speed during the program than those who were given no data.
Which of the following, if true, most strongly supports the psychologist’s interpretation of the study?

A. Athletes who frequently compete against others are more likely to adhere closely to a training program than those who rarely or never compete.

B. When members of a third group of cyclists were provided with data on their own performance but not on that of other group members, they performed no better than those who received no data.

C. Cyclists in the study who scored higher on psychological tests of competitiveness performed better on the fitness tests than those who earned low scores.

D. Stronger amateur cyclists are more likely than weaker cyclists to choose to participate in competitions.

E. All cyclists in the group that was given data improved their performance significantly during the training program, while several cyclists in the group that was given no data failed to improve at all.

Yes, I am a bit torn between (B) and (E). Thankfully, this is not an official question else I would have had a hard time explaining to myself why the answer is what it is and what to takeaway from it.

Psychologist’s interpretation of the study: Competing against other athletes can have a positive effect on athletic performance, even when the outcome of the competition is inconsequential.

We need to strengthen this. So we need to say that yes, competing against others has a positive effect on performance.

B. When members of a third group of cyclists were provided with data on their own performance but not on that of other group members, they performed no better than those who received no data.

This talks about the case when athletes are not competing against others. It says their performance does not improve. But it doesn't imply that when they are competing, their performance does improve.

It does take care of one aspect though:

No data - No improvement
Own data - No improvement
Own data + Others data - Improvement

Does help say that it's not own data that urges you to do better. It's others data that does the trick.

E. All cyclists in the group that was given data improved their performance significantly during the training program, while several cyclists in the group that was given no data failed to improve at all.

The argument talks about averages. This option tells us that everyone improved. It does strengthen that competing with others impacts performance because everyone's performance got better. It is not that a handful of people got impacted and showed all the improvement. After all, a handful of people could have got impacted in the no data group also but the average might have been maintained because of some people performing poorly.
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I think B option is more fine. Because if an athlete has more competition, his performance will be good.
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Thanks AjiteshArun , VeritasKarishma

B was a prospect for me as well. But while choosing between B and E, I found E to be better as E directly talks about the groups in question, and eliminates the situation where the average number could be biased by the extreme performances by a single member in either groups. I am just glad that this is not an official question.

AjiteshArun
doeadeer
Does E also not convey that everyone in the group that had data on competition perform better? As the question mentions about average improvement, it could be biased if there is a scenario where only 1 member improves significantly, and the performance of everyone else remains the same. So, E mitigates that scenario by contending that the performance of all the members in the group improved.

Not sure where I am wrong here. GMATNinja VeritasKarishma AjiteshArun please help
Hi doeadeer,

Interesting. I agree with you that E cannot be as irrelevant as the OE says it is. Strengthening the existing support like this should strengthen even a conclusion like the one in this question. That said, I agree that B is easily the best option here, as it strengthens the link between competition and performance. It'd be good to see more opinions on this though.

By the way, are you comfortable with B? That is, is your question "why is E not correct" or is it "why is B correct" as well?
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Strengtheners are of two types

1- Attacker type of strengthener - You bring the new information that reinforces your belief in the argument

2- Defender type of strengthener - You bring the information that closes the potential loops/gaps in the argument

In this particular problem, the correct answer choice is "Defender type strengthener"


When you want to succeed as bad as you want to breathe, then you'll be successful
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I think between B & E, E seems to focus more on the fact of availability of data rather than the competition with other athletes. Especially the wording "cyclists in the group that was given no data failed to improve at all." It's as if, had they been given some data, even if only their own data (as mentioned in B), they could have possibly improved their performance.

B already eliminates this possibility by stating that data, was not in fact, the issue.
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