Showing posts with label maths. Show all posts
Showing posts with label maths. Show all posts

Monday, 11 March 2013

Improving my written feedback

My department and I are working in together to try out different strategies to improve the feedback that we give to pupils and the impact that it has on their learning. We want to move away from the traditional 'Tick or cross 20 sums' approach beloved of maths teachers since time began.

I chose the triads based on my knowledge of complimentary strengths of each of my team but each group has come up with their own action plan to research, share and develop individually and as a group and we'll be reporting our findings back to each other before taking best practice forward to create what I hope will be an effective, consistent and sustainable departmental policy.

This blog post will outline one of the things I've been playing with to improve the frequency and quality of my written feedback, which to be honest has always been a bit ropey - I know the right thing to do but don't always make the time to do it, for anybody other than my year 11s. Increasingly so as I've gained more responsibilities, inside and outside of school. I've compensated for it by becoming very good with verbal feedback but the thing that really made me think was when the head observed me for our whole school review and said the quality of written feedback is what stopped her giving my lesson a 1, it was the first time I'd dipped below a grade 1 for an observed lesson for several years. I argued a bit but deep down knew it could be better. Only question? How to improve without throwing my work -life balance entirely out of the window?

Brief notes below... ( it was orig going to be an email to my fellow triad members as we agreed that this is how we'd keep each other posted regarding what we had been trying out).


Once a week. Year 9 class in the double lesson ( 2hrs)

Make sure I speak to every student in the class individually and mark their book/work. Tell them I will be doing this at start of lesson. Not every single question but specific questions that I have targeted as they demonstrate the skills for the lesson or may require deeper understanding.

Talk to the students about the work as I normally would and ask them a supplementary question related to what they have done.

They answer verbally but I also write this question down in their books as we are talking and get them to write their response. Evidence of on going dialogue between me and students.

If the students are clearly stuck or making the same repeated mistake. I write a very clear comment that will help them to improve immediately. I talk to the student re the comment and they have to respond to it verbally and in writing either whole I am there or within 5 min, then call me back over. I've noticed that most students naturally go back and correct the questions that they have got wrong after this.


Sometimes I look back at work earlier in week and check understanding re that. If they aren't sure re their response, I leave them and give them time to do it before I return.

The beauty of this is that it isn't really any extra work- I'm just having a written record of what is happening verbally within my classroom. It requires me to have a quality individual conversation with every single student during the (2hr) lesson. So forces me to reduce teacher talk to the whole class and plan an activity where they learn but can work autonomously. I used to worry I would not get around every body but at various points I ask them to remind me if I have missed anyone and it works out.

As we have a normal conversation anyway, students don't ignore my comments and are fine responding to them in writing as we already have verbally.

I'm finding out some interesting things too. I saw a graph had been crossed out and asked the student why. They then gave a beautiful and detailed explanation of how after seeing somebody else's work they realised that the "jumps were wrong" so decided to start again. I write my question down and asked then to write exactly what they had told me as it clearly demonstrated that they had taken on board the need for correct scale. Then I responded to their comment too.

True dialogue about maths and all done as part of regular class routine. Result.

Lets hope that my colleagues A and M feel that my method has an impact on students learning when we complete our peer work scrutiny in the next within the next week.







Thursday, 14 February 2013

I don't understand sir! How it feels to be a student


Today I experienced what it was like to be a student in a maths lesson who didn’t know anything about a topic.  As a math teacher is admittedly was an unusual situation for me to be in but was very powerful.

 

Today was my colleague, CM’s  turn to chair our morning maths meeting and he had set us the homework of watching a clip prior to the meeting, much like we have been trialling with many of our KS4 and KS5 students in a bid to make them more independent (it’s also known as flipped learning).

 

As an interesting twist, the clip was related to an area of maths that I am not very familiar with, called decision maths. In fact it is a new module that I have introduced in A- level and is new to most of the maths department.

 

Just like a true student, I clicked on the homework last night before I went home. Saw that the clip was 20mins  and decided that it was too long so I’d do it the following morning just before the meeting. Fast forward to today and I’m sitting in my office at 7.45am  trying to understand what a bubble algorithm is, having never heard of it in my life.

 

Then I went it to the meeting, which my colleague had set up as a lesson, complete with mini whiteboards, pens and starter activity.  This is where he separated the sheep from the goats.  The first question was one that only made sense if we had done the h/w.

 

At this point 9 maths teachers were transformed into a class of students. Some of us had no idea what it was having not done the h/w, others had watched the clip but had not really understood it, some thought they’d done it at some vague point in the past,  some had watched and tried but weren’t confident about their answers.

 

At this point CM used the answers from the whiteboard to arrange us into groups so that those who understood could explain to those who didn’t by giving us alternative example to take them through.  It’s quite an interesting experience explaining a mathematical concept to a colleague that you are not even sure that you have grasped yourself.  It’s how students must feel all the time.

 

Soon our 10 min meeting was up and CM had raised some interesting points.

If we set flipped h/w

·         How do  account for the fact that not all students will do it (partially addressed by his demonstration)

·         What do we do in class for those that have to move on their learning?  More questions of the same is not really moving them on.

·         What is the hook to make them want to look at this h/w before hand. Why should they do it?

 

So as a subject specialist, maybe it’s worth spending  some time in a meeting learning something new from your own subject together.  Experience how students feel and what helps you to learn, it could help you to become a better teacher.
 
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Comments re this post are welcome below as CM is a bit shy re posting himself but would like to see what others think re what he tried.