<p>Mrs. Ferguson: Those are some interesting tables. Thanks for linking them.</p>
<p>Percentile wise on a specific test? I suppose you're right - it doesn't matter, since that's a direct comparison of student-to-student.</p>
<p>TBH though, I think the table has left me even more confused than before. What conclusion have you come to regarding it? It's obvious that the average science score evens out close to the same as the other tests, but but it appears to be skewed much more in favor of the 50% and below percentile scorers, yet may hinder those who scored in the 75% and above.</p>
<p>If the whole purpose of the ACT score conversions is to put them on 'equal footing' with previous ACT tests, why is the Science test consistently having the least amount of high scorers (as in science composite scores) if not for one of the reasons you mentioned above?</p>
<p>Although I agree with the percentile being equal, I have to wonder about the composites. I've heard that some colleges give a flat out scholarship year to year based on composite ACT scores, disregarding the percentiles. Whether it's true or not, i'm not entirely sure. </p>
<p>In addition, can we be absolutely sure that every college uses the percentile rankings instead of the composite scores when deciding admissions? I've heard of some more prestigious colleges having a process that 'weeds out' low scoring potential applicants based on ACT score, among other things. Are we sure that this process too happens based on percentile, if that is true?</p>
<p>To make my point clear, for example, say there is a Student A and a Student B.
-Student A is exceptionally good at Math and English, and gets in the 99% percentile in both. Her scores in those subjects are 34 and 34 respectively. Her average score (composite) on those two tests is a 34.</p>
<p>-Student B on the other hand is exceptionally good at Math and Science, and happens to fall into the exact same percentile in both subjects as Student A. His scores however, due to the curve, are 34 and 32 respectively. Thus, his average score (composite) on those two tests is a 33, even though they are in the exact same percentile as Student A.</p>
<p>Am I correct in how the scoring procedure appears to go? If so, does the way ACT is currently calculating 'the curve' not favor one subject on the test over another one? Again, i'm talking about the benefit being in the composite scores, not percentiles.</p>