Deb McDowell, Head of Drama at WHS, reviews Andy Williamson’s podcast on the importance of developing autonomous intelligence

Deb McDowell, Head of Drama at WHS, reviews Andy Williamson’s podcast on the importance of developing autonomous intelligence in order to fulfil our potential as learners and navigate our lives with confidence. Deb reflects on how embracing metacognition could help us dismantle some of the more unhelpful and outdated aspects of our educational tradition.

‘Children should be taught how to think not what to think’ – Margaret Mead

Andy Williamson is an Oxford graduate, academic and founder of the Hampton Tutors, a US based academic coaching and tutoring agency. In July 2020 he launched the Hampton Tutors Podcast Network. In the first episode in his series of talks, (confusingly Episode 2 of the podcast series), Andy reflects on what it means to be ‘intelligent’ and the skills and tools we can develop in order to maximise our own learning and operate more effectively in an educational context and the world more broadly.

His clear and straightforward approach to this topic is refreshingly unpretentious as he asks the listener to consider the different ways we judge intelligence. He reminds us of various types of intelligence so often underappreciated within a competitive academic environment and uses comparisons with physical and sporting development to illustrate his points.

Williamson asks us to recognise that our educational system rewards depth of knowledge over breadth; how well we can zoom in on one narrow area. While this requires a great deal of hard work, what we are actually rewarding is diligence and memory rather than developed intelligence. I was minded to consider how much this reinforces cultural inequality and also discourages the kind of cognitive risk-taking and creative thinking we want to to see at WHS.

Andy applauds the breadth and depth of knowledge which is borne of hours of study and hard work, but proposes that true intelligence is applied when a person has the ability to adapt to a range of situations, and any test of intelligence should be measuring your capacity to learn. When faced with a challenge can you work out how to work it out?

I enjoyed how Williamson connected with the College students in his audience by using his Oxford interview as a good example of how he was taken out of his comfort zone; being purposely asked questions about a specific area of History he had never studied in order to test whether he could extrapolate, make connections and apply knowledge from other areas whilst all the time conscious he was almost certainly making errors.

This was a timely reminder that, particularly at A level, we must resist the urge to soothe away all the anxieties of those students who come to us seeking support; waving their mark schemes and asking for exemplars. What they really need is greater autonomy and we should be facilitating this – not attaching stabilisers to the bike they would otherwise be able to enjoy riding just as fast, if not faster than everyone else.

To reinforce the need to encourage learners to use metacognitive skills to become more autonomous as learners Williamson references Todd Rose’s ‘The End of Average’ which reminds us that using a statistical mean as the basis for any system is most likely to lead to something which ‘best fits’ very few. At this point I was minded to reflect on which learners are best served by our current education system, and more importantly, which are seriously disadvantaged.

Any Williamson outlines seven skills to have in a toolkit to support the development of autonomous intelligence. He asserts that by focussing on developing these skills we will improve academic outcomes and this will also help us re-frame how we see ourselves.

  • Metacognition: Knowing how best you learn.
  • Executive Function: Knowing how to manage tasks, time and people to learn better.
  • Growth Mindset: Being willing to push boundaries and get things wrong in order to learn.
  • Resilience and Endurance: Being able to endure disappointment and uncertainty.
  • Enjoyment: Finding an angle that interests you in what you are doing.
  • Communication: Ensuring your ideas are as precisely understood by someone else as they are by you.
  • Mindfulness: Using strategies to avoid over thinking and find contentment.

Williamson promises to talk in more detail about each of these in subsequent podcasts in order to identify what we can do to build our toolkit to become more efficient and effective learners and be more confident operating outside our individual comfort zones.  (Metacognition and Executive Function are already available as chapters 4 and 6 in the podcast series).

As statues fall and monuments are being re-evaluated in the light of much needed cultural change, it’s time for a radical re-think in Education. Perhaps, rather than relying completely on the traditional regurgitation of increasingly narrow spheres of knowledge – a system which arguably restricts diversity and reinforces inequality – we should be putting the acquisition of metacognitive skills at the forefront of what we do in schools.

Listen on Apple Podcasts here

 

Does the Harkness Method improve our understanding of Maths?

Elena and Amelia, Y12 Further Mathematicians, explore how the Harkness Method has opened up a new way of thinking about Pure Maths and how it allows them to enhance their mathematical abilities.

For Further Maths A Level, the Maths department has picked a new style of teaching: the Harkness Method. It involves learning by working through problem sets. The problems give clues as to how to get to the answer and this is better than stating the rules and giving examples; we have to work them out ourselves. These problem sets are given for homework, and then we discuss them together during the next lesson by writing the answers on the board and comparing our results with each other.

Elena:

At the beginning of term, I found it quite challenging to complete exercises without knowing what rules I was expected to apply to the problems, as each question seemed to be completely different to the one preceding it. The tasks also require us to use our previous GCSE knowledge and try to extend it ourselves through trial and error and by applying it to different situations and problems. I found it difficult to understand how to apply a method to solve different problems as previously each problem came with a defined method.

Maths diagrams As the lessons progressed, I started enjoying this method of teaching as it allowed me to understand not only how each formula and rule had come to be, but also how to derive them and prove them myself – something which I find incredibly satisfying. I also particularly like the fact that a specific problem set will test me on many topics. This means that I am constantly practising every topic and so am less likely to forget it. Also, if I get stuck, I can easily move on to the next question.

Furthermore, not only do I improve my problem-solving skills with every problem sheet I complete, I also see how the other girls in my class think about each problem and so see how each question can be approached in more than one way to get the same answer – there is no set way of thinking for a problem.

This is what I love about maths: that there are many ways of solving a problem. Overall, I have grown to like and understand how the Harkness Method aims to challenge and extend my maths skills, and how it has made me improve the way I think of maths problems.

Amelia:

When I first started the Harkness approach for Pure Maths in September, I remember feeling rather sceptical about it as it was unlike any method of learning I had encountered before. To begin with, I found it slightly challenging to answer the questions without knowing what topic they were leading to and found confusing how each sheet contained a mixture of topics.

However, I gradually began to like this as it meant I could easily move on and still complete most of the homework, something which you cannot do with the normal method of teaching. Moreover, I found it extremely beneficial to learn the different topics gradually over many lessons as I think that this improved my understanding, for example for differentiation we learnt it from first principles which gave me the opportunity to comprehend how it actually works instead of merely just remembering how to do it.

Furthermore, I think that the best part of the Harkness Method is that you are learning many topics at a time which means that you cannot forget them as compared to in the normal method which I remember finding difficult when it came to revision for GCSEs as I had forgotten the topics I learnt at the beginning of Year 10. I also began to enjoy the sheets more and more because the majority of the questions are more like problem-solving which I have always found very enjoyable and helpful as it means you have to think of what you need to use instead of the question just simply telling you.

Moreover, I very much enjoyed seeing how other people completed the questions as they would often have other methods, which I found far easier than the way I had used. The other benefit of the lesson being in more like a discussion is that it has often felt like having multiple teachers as my fellow class member have all been able to explain the topics to me. I have found this very useful as I am in a small class of only five however, I certainly think that the method would not work as well in larger classes.

Although I have found the Harkness method very good for Pure Maths, I definitely think that it would work far less well for other parts of maths such as statistics. This is because I think that statistics is more about learning rules many of which you cannot learn gradually.