
Oboe experts, Being anti-maths, and more. We’re reposting this fantastic episode about teacher training — with our hosts looking into how many hours teachers actually get to explore maths during their training. How serious can the knock-on effects be if something is misunderstood by a child early on? Why are there different attitudes to other subjects? Plus, we talk about the unique circumstance of how usually the people holding teachers accountable aren’t adults…
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Andy Psarianos
Welcome back everyone, to another super exciting episode of the
School of School Podcast. As per normal, we've got the regular
brainiacs here. We've got Robin Potter, and we've got Adam Gifford. Go
on guys, say hi.
Robin Potter
Super exciting. I like that. I like, it's a super exciting podcast, so I'm
super excited to be here. Yeah.
Adam Gifford
It's lovely to see you both. So I'm enjoying being here too. What are we
talking about, Andy? Let's cut straight to the chase. What's happening?
Andy Psarianos
Yeah, so what I think we need to talk about is, a certain extent, we've
talked a little bit about this before, but I want to be a bit more specific
this time. I want to talk about why do teachers need more professional
development? Why don't they come out of university just knowing
enough? And I think in our context, we should probably talk about
mathematics and primary school or elementary school as they call it on
the other side of the pond. So why do they need to do more professional
development to be good teachers? And Adam, I'm going to let you jump
right in.
Adam Gifford
Okay. Well, the short answer is because they've not done enough. So
there you go. I could just stop and say that's a wrap.
So how much have they done? So let's say math. How much instruction
have they done? I know the numbers. I actually have them right here.
So you've got numbers in front of you, and maybe for some people
those numbers are actually flattering, and for some people they may not
be the case because even if you did a full education degree and you
had a math specialty, you'd still be staggered by the number of hours
that is spent on, say, in this case math, which isn't much at all. If you did
a degree in history, for example, okay, there might be some stats in
history, but it's not specifically looking at mathematics, for example.
Then you do your PGCE. Then the actual classroom face-to-face time
with the sort of principles and theories of teaching are not going to cover
math specifically for the vast majority of the time that you're face to face.
Then the other element of that PGCE, that year long postgraduate to
teach basically, to give you the rights to teach, is going to be spent in
schools.
So how much are you going to learn with mathematics? Well, what does
that look like for a lot of people? And it looks like mirroring the
classroom teacher. So you'll learn elements of what that lesson is to get
that done today. So when I say that the number of hours might flatter
some people it's because we don't... You've got numbers in front of you,
and I'm sure you will share those, but I just think we've also got to take
into account what those numbers actually mean and they're going to
mean different things for different people. So I could have 10 hours, but
I might have 10 hours of teaching out of a book that someone else has
given me that I don't really understand, but I've got 10 hours of this
teaching this particular lesson. Am I then able to go and use it after 10
hours? Hard to say, probably not without that person supporting me.
Another person might get a bit more of a pedagogical element to it, and
so their 10 hours of classroom practise might have a greater impact.
But the bottom line is that the short answer, we are not prepared
enough. It's a sophisticated and complicated business, and the worst
part that's been attached to mathematics teaching for a long time is that
if you can do primary school maths, you can teach it. If you start to then
ask people about reading and writing, oh, that's a different proposition.
That's an emotive one. We don't like kids that can't read. And learning to
teach reading and writing, we almost accept. No, I've never heard the
phrase, well, if you know how to read, you can teach someone how to
read. If you know how to write, you can teach them how to write. No,
there's an acceptance upon arriving into a school and getting a job and
training that you're going to have to invest time to learn how to do it well.
I think that it's slowly changing in maths, but we've still got a massive
foundation built on, it is primary school maths, how hard can it be, right?
I mean, learning to count, box that off in a couple of days. So I think, I
don't know, you'll have more stats, but I think that's what underpins
those stats as well, is that it's not just as straightforward as, oh yeah,
they do this and therefore that's enough.
Andy Psarianos
So on average it's 20 hours. So 20 hours that you spend on math as a
topic in your training to become a teacher. And like you said, the
prerequisite, to train a teacher has no requisites of mathematics
whatsoever. So you need to have graduated from secondary school and
basically-
Robin Potter
Taken math.
Andy Psarianos
Yeah, those are the requirements. Your mathematical requirements is
the base minimum for graduating from secondary school to get into
university. And you could study anything in university, if I'm not
mistaken, in most countries. So the bar is not very high, and most
people who go into, let's say, elementary or primary school teaching
don't go into it because they love mathematics.
Adam Gifford
No.
Robin Potter
No, that's rare. That's rare.
Andy Psarianos
So you don't get a lot of math specialists. So it's only 20 hours. 20 hours
is not a lot of time, really. Right. It's a bit kind of foolish to think, well, just
because you took elementary school or primary school mathematics,
that gives you an inclination of what you need to do to teach it. It's like
saying, Hey.
Robin Potter
It's asking me to teach primary math.
Well, you could.
Apparently.
Andy Psarianos
You've probably done more training. You've actually probably. Because
of your job, probably know more pedagogy and stuff than most primary
school teachers.
Robin Potter
Sure. But I guess my point is I would fall into just the math. I could walk
into a classroom then and attempt to teach a math class based on my
previous experience taking math at that age.
Andy Psarianos
That's right. Yeah.
Robin Potter
So that's a very sad statement.
Adam Gifford
The bottom line is this. That assumption has to be made because you're
qualified to teach. That qualification, that teacher qualification is telling
us you are ready to be a teacher. Now, it's naive to think that you don't
need further training, but that is the qualification in order to teach in a
state school and certainly the UK, and there'll be same requirements in
places like New Zealand, Canada, States, those sorts of things, is that
you've met the standard.
What doesn't get looked into? Well, but Andy's just highlighted that sort
of 20 hours is what is that standard? What is the expectation amongst
that? And I always think what's then the motivation to learn more.
Because if people think that's enough, I don't need to do anymore. I've
got my qualification to teach. Do I need to learn any more about this?
Nine times out of 10, maybe 99 out of a hundred, we're talking a real
high proportion of the time, that additional time is spent teaching new
teachers how to teach children to read and to write. And I'm not saying
they're not important, but if you go to OECD data and other people's
data in terms of correlation to life chances, health, living to a ripe old
age, there's a stronger correlation with mathematics.
So again, I think there's all of these things that play into it that we kind of
go why are we not recognising A, the complexity that exists with
teaching mathematics well, and just how important it is to get that right
at the very beginning, which I would say the primary school is the very
beginning. And then the beginning of primary school is the most, such
an important part when the end result is so crucial, like that living longer
one. You get to spend more time with your grandchildren. That's the
reality. Why would we not take that seriously?
Andy Psarianos
It's hard to understand how some of these correlations work, but you're
absolutely right. I think the challenge is that we can't. Most countries
can't spend more time training people to become teachers. It just isn't
possible. So there is a solution. It's this continuous professional
development. It's that this gets you in the game, okay. Newly qualified
teacher or whatever the jargon is in wherever country. You just got your
qualification to become a teacher. It's just enough to start. But your
career development doesn't stop there. It only begins. In actual fact, you
probably need almost 10 times that to be a good-
Robin Potter
Oh yeah.Good anything. It goes far beyond teaching in the classroom.
That's right.
Absolutely. And I think we've talked about this before, but it's kind of like
you look at any other profession and you really don't hope that they've
stopped all of their training, like a doctor, for example, after they've left
medical school because things change as well, and methods change.
Andy Psarianos
But it just a ludicrously little amount of time. Okay, so imagine, I don't
know, just something that you know nothing about, or you know
something about, and you've experienced a lot of it. So you've listened
to music your whole life, but you don't know how to play an instrument.
You got 20 hours to learn how to play the oboe, and now you've got to
go and teach everybody how to play the oboe. Right?
Piece of cake.
And at this point, you don't even know how to read music, right?
Yeah.
Come on. It's not enough. Who's going to hire an oboe teacher that's
only ever played the oboe for 20 hours? Nobody, right?
Robin Potter
This is off-topic, but you got me thinking. There was a show that they
used to called Faking It where someone had basically the weekend to
become a professional in something, an equestrian rider, and they've
never ridden a horse in their life, and they had to fake it well enough to
fool professionals in that field.
And no surprise, some of them actually faked it to the point of fooling
these people. But there was no question. There was always a giveaway
at the end, and I would say it would be the same putting someone in the
classroom who's had minimalism amount of, they may fool you for a
little bit, but it's going to catch up quickly.
Adam Gifford
The problem is, Robin, is something Andy mentioned on a previous
episode about the nature of teaching. And I think we have discussed it
before, but just on a recent episode, talking about the isolation of
teachers. So even though we are surrounded by people all the time,
we're often in our own classroom. That's where we're actually delivering
what we are trained to do, is in the classroom, and we often do that by
ourselves, and the only people holding us to account are the children.
So using that, that could totally happen.
You can have people in classrooms that go on day after day and they
come out saying the right things, or think they're doing the right things.
The outcome, the finding out part could be, it could be the children at
some point in that year because they're not making the progress. It
could be you don't find out, and it's not until about two years, three
years, hence Where The problems have got so big and ingrained that
actually this is the stuff that's being missed. This is why it's going to
make it really difficult for them, and then that will follow them into
secondary school, sixth form, colleges, life. Right?
Robin Potter
Yeah. It's detrimental.
Adam Gifford
Here's the thing, is that I'm not suggesting that anyone's trying to pull
the wool over anyone's eyes. But the reality is that if we don't know
something, a primary school classroom is a place where, just to put it
bluntly, you can get away with not knowing stuff for a long time.
I'll know that there's certain subjects that I was better at than others
because of my own understanding. And so it is those sorts of things that
you simply know that there are certain things that you need to get better
at in order to give your children a good deal. But maybe you were kind
of good enough or those sorts of things. And I know that everything
takes time. You can't become expert at everything. And I think that's the
other part to it, is that I think that maybe some of the things that we
might talk about on the professional development journey, you can't
access until you've been teaching for sort of 3, 4, 5 years because you
don't get it.
But if you don't know that these steps, you need to consider them, and
at this point, this is when you should be doing this. And at this point
when you should be doing this. Five years in, don't think that you've got
it all boxed off. That just allows you to learn something that you don't
know about yet. That gives you the experience to be able to do that.
And I think that unless we think like that, that our starting place is low for
the vast majority of people. And you're right, Andy, most people that go
into primary school teaching don't have a numbers degree. So maths,
physics, engineering, those sorts of things. Those people, if they decide
to get into teaching, generally get into secondary teaching and become
secondary maths teachers.
Yeah, that's right.
As opposed to coming into primary school. So yeah, it's so crucial that
people A, recognise that it's just simply not enough. What people get at
the moment is not enough.
Robin Potter
Who ends up suffering or who pays the price at the end of the day is not
just the teacher, but the pupils.
Andy Psarianos
And society as a whole.
Robin Potter
Yeah, and society. Exactly. So we have to go back to the beginning and
solve the problem.
Andy Psarianos
Because like what Adam said, in particular with mathematics, the
importance of it is so significant in people's future lives. The logic that
comes from the mathematics helps them make better decisions in
almost every aspect of their lives. And that's not just supposition, that's
just fact. We know that it's a causation. And again, you just got to look at
Eric Hanushek's work from Stanford. It's pretty clear, right? It's pretty
clear.
So what are some of the things they need to learn? They need more
pedagogy. They need to understand the pedagogy better. They need
more skills, the skills, the classroom skills on how to teach this complex
subject. And they need more knowledge. They need more knowledge
about the content itself. They need to know more about like, wow.
Because there's a lot of stuff. You can't just assume that they know.
There's a lot of links in math. It's all links, everything. You move this and
the meatball falls off. It's a plate of spaghetti with meatballs on it. It's
really complicated relationships between everything in mathematics.
You can't leave any gaps, right?
Robin Potter
Yeah. You miss something, yeah, exactly.
Andy Psarianos
You miss something in grade two, in grade five, they can't do something
else. It's as simple as that, right?
Robin Potter
Yep.
Andy Psarianos
And it's really hard to pick why in grade five they can't do that thing
because grade five teachers don't teach grade two stuff. Right?
Robin Potter
And they're not linking it back necessarily to something that was missed
in grade two. So maybe they just think the student just can't grasp the
new concept, but the fact is they never grasped the original concept
they needed to get to grade five to do that problem.
Andy Psarianos
Yeah, that's right. So you resort to teaching tricks. Right? And when you
resorting to teaching tricks, we know what the end result is. Right?
Robin Potter
Yeah.
Short-term gain, long-term failure.
Andy Psarianos
Short term gain, detriment of the long-term.
Adam Gifford
Yes. I think too, I think that the other part that's sort of underestimated,
and I think this is quite easy to understand again in the context of
English, is that most teachers will know what they're aiming for. So if
you're teaching a year one child to read or write, you'll know the types of
novels that could be considered greats or the level of text and copy in a
newspaper to read or online news or those sorts of things. So you've
got an idea about it.
Again, I think that mathematics is seen as too compartmentalised that I
just teach this at year one, and then apparently everything's fine. I just
teach this, without that understanding of what that's actually going to
look like. And not just about, oh, this is the numbers that these people
need to add, the calculations they need to do, but actually the
complexity of thought that needs to be achieved when presented with a
problem that just makes you go, "Wow, wait, I've got absolutely no idea
how to do this." And to sit comfortably in that space.
And the same way you give someone a novel and you say, right, read
this. I'm going to give you a couple of days to really consider what's the
author trying to say here? Or those sorts of things. The equivalent to
that, rather than just going, "Oh, I do my bit here, done. I don't need to
think about what it looks like further down the track." And like I said, it's
that marketing bit that mathematics at its most complex is artistic,
creative. Often it's being able to cope with failure time and time and time
again. I mean, I was saying this to a group of people the other day that
think about having a role in life where someone puts forward a
suggestion, a conjecture, and you can never answer it in a lifetime's
work and be comfortable in that place and be productive and logical and
all those sorts of things.
It's that sort of stuff that also feeds into it. And I think that, again, if
people don't consider that, they're not necessarily thinking about what
they're trying to embed in the child at year one that's part skill, part this,
part that. But I think that that's maybe because people don't reflect on
mathematics in the same way they do other subjects. And like I said, I
think the most emotive statement is a child that can't read. Right?
Society seems to sit reasonably comfortably. This is a bit of a
generalisation I'm saying here, but more comfortably with a child that
can't do math.
Yeah. Yeah. But that's true. I think that's still true. It is true today as ever
it was. The worst crime in school, a child leaves and they can't read. A
child leaves and they can't do maths, "Well, yeah." But that's the case,
isn't it?
Andy Psarianos
I sucked at math, so it's okay.
Robin Potter
Yeah, it's okay. I had trouble with it, so it's okay.
Adam Gifford
But it still annoys me. I heard something, sorry, it's a slight tangent, but I
heard something today about, I think it was in the context of a sports
game or something. I just heard it on the radio, and the commentator
said something so derogatory about mathematics. Now it probably
would've been a reasonably big audience. I can't remember, maybe it
was on TV, but whatever it was, and I just think, why do we still almost
feel a sense of pride, either pride in being hopeless at maths, or
belittling people that are good at maths in the context of statistics. It was
something along that, and I just thought, "God, society's got a long way
to go," because you wouldn't make fun of someone that couldn't read or
something like that, you know what I mean, in a commentary. But we're
quite at home doing that with math.
Andy Psarianos
Yeah. Five out of four people say they don't like math.
Robin Potter
Exactly.
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