Why we need to bring back the silent teacher in primary maths 

Giving your voice a rest and silently modelling calculations can boost learning, says this maths co-ordinator
22nd March 2018, 3:02pm

Share

Why we need to bring back the silent teacher in primary maths 

https://www.tes.com/magazine/archive/why-we-need-bring-back-silent-teacher-primary-maths
Thumbnail

The room is silent. I slowly draw up the equations on the board. I utter not a word while doing so. And then I turn to my class, still not talking, and I wait for them to tell me what I just did. 

So goes a teaching approach that I have been doing for many years but that has apparently fallen out of fashion. I am currently reading Tes Resources maths adviser Craig Barton’s amazing book How I Wish I’d Taught Maths and he suggests that the above strategy used to be all the rage, but has disappeared. We need to bring it back, he says. I would wholeheartedly agree: the “silent teacher” should be used in every maths classroom. 

A winning maths formula 

The first time I used the silent teacher strategy was when teaching calculating percentages of amounts. I asked the children for silence and explained that I was going to show them a process without any teacher talk and they would then explain in as much detail as possible what I had done. 

So I wrote out the process, got them to explain it and I then repeated the process so they could again explain, adding any further details they noticed. 

I then went through the modelled example, one step at a time. For example:

  1. Question: What is 21% of 300?
  2. 100%= 300
  3. 10%= 30
  4. 1%= 3
  5. 21% of 300 = 30+30+3
  6. 21% of 300 = 63

Following the detailed child-led discussion and explanation, the children carried out their own peer teaching in pairs with a number of exercises. 

Partner A narrated to partner B, telling them exactly what to write to complete the calculation (partner B could only write, interjecting only if they thought a mistake had been made). The roles were then reversed. 

The power it has on novice learners gaining “domain-specific knowledge” (Craig’s terminology) and working towards mastery is amazing. 

Don’t just take my word for it; if you haven’t already, try it. It’s a winner. 

Not only does it tie in with theories on working memory, but it also involves self-explanation, which in itself is a knowledge-building process. 

Oh, and it gives your voice some much-earned rest, too. 

Kevin O’Brien is a maths co-ordinator, SLT member and Year 6 teacher in Merseyside

Want to keep up with the latest education news and opinion? Follow Tes on Twitter and like Tes on Facebook


 

Want to keep reading for free?

Register with Tes and you can read two free articles every month plus you'll have access to our range of award-winning newsletters.

Keep reading for just £1 per month

You've reached your limit of free articles this month. Subscribe for £1 per month for three months and get:

  • Unlimited access to all Tes magazine content
  • Exclusive subscriber-only stories
  • Award-winning email newsletters
Recent
Most read
Most shared