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The primary issue on which business school test acceptance policies vary is in how old a GRE or GMAT score can be before it is no longer accepted. The standard is that scores cannot be more than 5 years old (e.g., Wharton, [58] MIT Sloan, [59] Columbia Business School [60]).
Scores are scaled and then reported as a number between 200 and 990; [7] however, in recent versions of the test, the maximum and minimum reported scores have been 920 and 400, which correspond to the 99th percentile and the 1st percentile, respectively. The mean score for all test takers from July 1, 2011, to June 30, 2014, was 659, with a ...
Scores were scaled and then reported as a number between 200 and 800; however, in recent versions of the test, the maximum and minimum reported scores had been 760 (corresponding to the 99 percentile) and 320 (1 percentile) respectively. The mean score for all test takers from July, 2009, to July, 2012, was 549 with a standard deviation of 99. [9]
GMAT. GRE. Scores. 205–805. 130–170 for verbal and quantitative reasoning, 0–6 for analytical writing, 200-990 for every subject test. Sections. Analytical writing, integrated reasoning ...
Scores are scaled and then reported as a number between 200 and 990; however, in recent versions of the test, the maximum and minimum reported scores have been 760 (corresponding to the 99 percentile) and 320 (1 percentile) respectively. The mean score for all test takers from July, 2009, to July, 2012, was 526 with a standard deviation of 95. [7]
I just updated the percentiles table from that document. The old data was out of date and reference wasn't even an official site. Rayno 05:37, 26 October 2007 (UTC) The article's previous score percentile chart was misleading for the Analytic Writing (AW) section.
Scores were scaled and then reported as a number between 200 and 990; however, in recent versions of the test, the maximum and minimum reported scores were 940 (corresponding to the 99 percentile) and 400 (1 percentile) respectively. The mean score for all test takers from July, 2009, to July, 2012, was 658 with a standard deviation of 123. [8]
Occasionally the percentile rank of a score is mistakenly defined as the percentage of scores lower than or equal to it [citation needed], but that would require a different computation, one with the 0.5 × F term deleted. Typically percentile ranks are only computed for scores in the distribution but, as the figure illustrates, percentile ...