College football recruiting services rank incoming players on a scale of 1-star (not a highly sought-after prospect) to 5-star (considered to be the best players). Recently a service attempted to validate its rankings by assigning star ratings to players upon completion of their careers to determine the accuracy of the initial rankings. The survey averaged the post-career ratings of each player and found that 5-star players’ final average was 4.46, compared with 3.98 for 4-stars and 3.11 for 3-stars. This suggests that the rankings services do not effectively judge high-end talent as well as they judge players in the middle of the range.
The service has sought to determine the accuracy of the initial rankings by comparing them with post-career rankings.
The determination so arrived at about the accuracy of the initial rankings is the following:
the rankings services do not effectively judge high-end talent as well as they judge players in the middle of the range
The support for the conclusion is the following:
The survey averaged the post-career ratings of each player and found that 5-star players’ final average was 4.46, compared with 3.98 for 4-stars and 3.11 for 3-stars.
We see that the reasoning of the argument is basically the following: The post-career averages for those players initially ranked 5-star were not as close to the initial rankings as the post career averages for those initially ranked 4-star or 3-star. So, the rankings service's initial rankings were not as accurate for the 5-star players as for the 4-star and 3-star players.
Which of the following identifies a problem with the service’s attempt to validate its rankings?
This is a Logical Flaw question, and the correct answer will accurately describe a flaw in the support for the conclusion.
(A) Players at certain positions might be harder to judge at a younger age than players at other positions.
The fact that players at some positions might be harder to judge than other players might mean that the ranking system does not always work well.
The issue with this choice is that we aren't seeking to find a problem with the ranking system. We are seeking to find a problem with the method of determining the accuracy of the ranking system.
Regardless of how effective the ranking of players at certain positions may be, that information does not indicate how effective the validation of the ranking system is.
After all, issues with ranking players and a problem with the approach for validating the ranking system are two different things.
Eliminate.
(B) A five-star scale does not allow the most elite players to overperform their initial ranking.
This choice is interesting.
The conclusion is based on the fact that the average post career rankings of 5-star players are not as close to their initial rankings as the post career rankings of 4-star and 3-star players are to their initial rankings.
At the same time, what that reasoning misses is the situation involving players with 5-star initial rankings is not the same as those involving 4-star and 3-star initial rankings.
After all, if you have a group of players with 4-star or 3-star initial rankings and some of those players' rankings change, some of those players' ranking can go higher and some can go lower. The result of that outcome can be that, even if some of the initial rankings were not accurate, the average can stay about the same since some rankings prove inaccurate to the downside while some prove inaccurate to the upside.
In contrast, the only way the rankings of players initially ranked 5-star can move is down. After all, there's no ranking above 5-star.
So, if some 5-star initial rankings change, there's no offsetting change. Rather, they ALL DECREASE. So, if some 5-star rankings prove inaccurate, then the new average for players with 5-star initial rankings will be clearly lower than 5 stars.
As a result, even if the 5-star initial rankings are no less accurate than the 4-star and 3-star initial rankings, the 5-star initial rankings could seem less accurate.
Thus, because, as this choice says, the five-star scale does not allow the top-ranked players to overperform their initial rankings, the validation method may make it seem that the 5-star initial rankings are not as accurate as the 4-star and 3-start initial rankings even if, in reality, the 5-star initial rankings are just as accurate.
So, we've found the problem with the approach to validating the rankings.
Keep.
(C) Players may change positions over their careers and be judged at multiple different positions.
This choice provides a possible reason why it may difficult to rank players.
At the same time, this choice does not indicate why there's a problem with the validation of the ranking system.
After all difficulty in ranking players is not a problem with the validation of the ranking system.
So, this choice is about something other than what we are looking for.
Eliminate.
(D) Some players transfer to different schools and therefore need to change their playing styles.
This choice provides a possible reason why it may difficult to rank players.
At the same time, this choice does not indicate why there's a problem with the validation of the ranking system.
After all difficulty in ranking players is not a problem with the validation of the ranking system.
So, this choice is about something other than what we are looking for.
Eliminate.
(E) Because of differences in strength training programs at different schools, players may develop at different rates.
This choice provides a possible reason why it may difficult to rank players.
At the same time, this choice does not indicate why there's a problem with the validation of the ranking system.
After all difficulty in ranking players is not a problem with the validation of the ranking system.
So, this choice is about something other than what we are looking for.
Eliminate
Correct answer: B