As I wrote, she increased 180 points between her PSAT scores. So the scores are comparable.
Percentiles are no good for comparison. The higher (and lower) you go, the fewer kids there are, and therefore the larger the increase in points that is required to increase by each percentile. In the middle, between the 50th percentile and the 52nd, there is only a score increase of 10, while at the tail, between the 98th and the top, there is a score increase of 100. So about 2% achieve a PSAT of 940 in 10th grade, while you need to add up all the kids who scored 1320-1520 to reach 2%, since 1320 in in the 98th percentile.
Yet according to your reasoning, an increase in one’s PSAT score from 940 to 950 is comparable to an increase from 1320 to a perfect PSAT score. This is in direct contradiction to actual reality, since increases in score become more difficult, as your scores increase.
But I don’t even need my kid’s example. Look at difference in benchmarks for between PSAT scores for 10th and 11th graders. It’s about 50 points. So I guess that kids, on average, increase their innate intelligence in one year.
Furthermore, college AOs at selective colleges discriminate between kids who get SATs of 1400 and those who get 1510, even though it is an increase of only 2 percentiles, and, by your logic, an SAT of 1450 and an SAT of 1510 are identical since they both are in the same percentile.