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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

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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
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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

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