Simple solution to STEM teacher shortage

Both ideas put forward below have great merit but they do not exhaust the possibilities.  Another idea is to make teaching into more attractive work than it is today.  It seems fairly likely that a fair percentage of mathematically talented people are fairly nerdy types and they would be very much pushed away by the boisterous and occasionally violent classrooms that greet government school teachers today.  Almost all teachers report problems with indiscipline and it is a major reason reported for teacher turnover.

So it is a problem generally, not only for maths teachers and solving it in general would help bring back mathematical enthusiasts who have been deterred from teaching in the first place.

And both the source and the solution for indiscipline are historically as clear as day.  Leftist ideas that forbid physical punishment are the fons et origo of contemporary problems. The few disciplinary options that are now available to head teachers are plainly insufficient.  The orderly classrooms of yesteryear are now rare.  As a result, education for all is now regularly disrupted.  As usual, Leftist ideas have proved destructive.

So physical punishment needs to be an option again.  It was until recently.  I remember it myself. So it can clearly be an option again. It would require a revised legal framework but it would substantially fix education, including STEM education


Faced with the shortage of qualified teachers for science, technology, engineering, and maths (STEM) subjects, the federal government recently announced its intention of solving this problem — but it is a state and territory issue.

Alan Finkel, Australia’s Chief Scientist, delivered an excellent speech last week extolling the importance of teaching rigorous content knowledge in STEM subjects. He identified the problem of many student arriving at university to study STEM-related degrees without the necessary foundations. Clearly, we need to improve the quality of maths and science teaching across the school system.

But it is difficult to attract science and maths graduates to the teaching profession. Approximately 20% of Years 7–10 science and maths teachers in Australia do not have any university qualification in their subjects.

One straightforward idea to encourage STEM graduates to become teachers — which CIS has been advocating for many years — is to allow differential, market-driven pay rates for teachers depending on the demand for qualified teachers in their subjects.

This isn’t like the simplistic ‘pay all teachers more’ or ‘introduce performance-based pay’ solutions.

Rather, teacher salaries should be higher or lower depending on whether there is an oversupply or undersupply of teachers in the subject. For example, if there is an oversupply of history teachers and an undersupply of science teachers, then schools should be able to pay science teachers relatively more.

While this might seem an absolute no-brainer, it is surprisingly controversial. Education unions tend to oppose differential pay rates, which helps explain why we continue to have set teacher salaries that only vary with experience and expertise, and not with subject area. As long as this is the case, it is very hard to see an end to Australia’s STEM woes.

The truth is maths, engineering, and science graduates tend to be in demand by many employers, and so they have to forgo relatively high-paying jobs to go into teaching.

Another impediment for STEM graduates becoming teachers is that they must take two years off paid work to do a Master of Teaching. Until recently, it was possible to do a one-year Graduate Diploma of Education instead.

The benefits of a Masters compared to a Diploma are arguable — and university teacher education degrees often don’t equip teaching graduates with evidence-based practices. So it is hard to argue that STEM graduates should have to do a further two years of full-time study to become qualified teachers.

Introducing differential teacher pay rates for STEM teachers won’t solve the problem overnight, but there seem to be few other viable options.

SOURCE 

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