For those who have studied the GMAT for some time, you will know that:
- 1. loads of people want a GMAT score of 700 or above
2. slightly fewer people know that a 700+ is around the 92nd percntile mark
Lets say that a 700+ is at the 92nd percentile mark. Hypothetically, if you achieved this score and were part of a class size of 100, you would be amongst the top 8 "cleverest" people. Now imagine your class size when you were around 16-18 years old; my class size was roughly 30 and applying the same logic, you could say that scoring a 92nd percentile makes you one of the top 2 in the class.
When business schools look at your application, it is widely accepted that GMAT not the sole contributor to their overall decision. However, do business schools look at your actual GMAT score or do they look at your percentile ranking?
Although they should consider the percentile ranking, I believe that due to psychological barriers, admission committees look at your actual score. I.e. a score beginning with 7__ resounds in their mind more than one that begins in 6__ (even though the applicant may have a 690 which for argument sake is a 91st percentile score).
SECONDLY - It's easier to get a high score if you are already getting a high score
I believe the GMAT rankings occur on a normalized bell curve. For a test taker, this basically means 2 things (and I may be wrong on this):
- 1. if you are at the average mark (say 540), it is more difficult to move up the percentile scale
2. if you are at the upper end of the curve (say 700), it is easier for you to move up the percentile scale
Therefore, am I accurate in asserting: the higher your ranking, the fewer number of people you have to pass in order to get the next percentile.
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Have I been clear in my analysis? Can anyone help me investigate, comment or poke holes in my logic? PLEASE!!!
My questions...
- - Do business schools look at your actual GMAT score or do they look at your percentile ranking?
- should one study until one is sure of obtaining a 700+ or should one be content with say a 670 (89th percentile)?
- Am I accurate in asserting: the higher your ranking, the fewer number of people you have to pass in order to get the next percentile?