Your misunderstanding is a great example of why we need better statistics education.
62% of recent high school graduates attend college (Bureau of Labor Statistics). 1 in 1,282 high school football players joins the NFL (0.078%). Your math is wrong by almost two orders of magnitude.
Attending college does not make one "elite" and equating the likelihood of getting a degree in education with the likelihood of joining the NFL is nonsensical.
That doesn’t necessarily negate their point. What % of students attend a four year college that requires the SAT? If a student attends junior college they wouldn’t need an SAT (among other pathways to college that don’t require it).
They didn’t source their statistic so it could just be made up but I think the general point that those that achieve an EdD were above average students seems likely.
62% of recent high school graduates attend college (Bureau of Labor Statistics). 1 in 1,282 high school football players joins the NFL (0.078%). Your math is wrong by almost two orders of magnitude.
Attending college does not make one "elite" and equating the likelihood of getting a degree in education with the likelihood of joining the NFL is nonsensical.