- Schools have not gone back to pre-COVID practices. Online courses, use of digital tools, fewer tests, dropping SAT/ACT requirements, and most of all budget cuts in school districts – all are still happening today.
On the other hand, you have the Mississippi miracle, achieved at a budget increase of $35 per student, and a total budget of around $12k per student-- a far cry from the more recent example of education failure in New York City at $26k/student (elementary) and $32k/student (middle school)
The chief costs for schools are salaries and premises, both of which are highly location dependent.
- there are lots of different long term trends that vary by country
- some seem to have started too long ago to be tick tock or similar
- some countries see a pandemic drop and recovery
- this implies to me that:
(I) the pandemic had a strong temporary effect on average educational attainment (though I have strong priors here), and
(II) other things like long-term trends in teaching approaches, new distractions for students, or availability of AI for ‘cheating’ also have an impact
See coverage of the recent test results in the FT here: https://www.ft.com/content/724f8ecb-1e2b-4c7f-bbb6-14239abd5...
I believe that both COVID and LLMs are disrupting educational metrics. But in terms of which one did more short-term scale damage (i.e, within 4 years), I would wager it was COVID.
A continuous decline across both COVID and llms points towards a different causal relationship to me. I would be more likely to believe algorithmic social media or computerized teaching tools are to blame, but that is pure conjecture.
I think the pandemic had some effect on the current cohort of 15 year olds, but it should not be as large of an effect as the students who were 15 in 2020.
If I missed a week of math class at age ten would it have the same effect on a test given when I was 15 as if I had missed a week of math class just before the test? Your position seems to be that missing math class at any point in your schooling is a permanent unrecoverable setback
A student who is bad at arithmetic will tend to struggle to learn trigonometry. A good teacher can realize this and allocate time to arithmetic practice instead. But this time has to come somewhere. As long as the number of teaching hours remains the same, they have to sacrifice something else. So if the students are all caught up in arithmetic, they will be behind in trigonometry by the same amount.
To fully catch up without sacrifices, students who studied less would need to study correspondingly more to compensate, but there was no concerted effort to make that happen, although the opportunity certainly existed.