Clara James Tutoring

BLOG POSTS

Being creative to revise maths

Revising Maths creatively at all levels

June 27, 20244 min read

“Not only are bloggers suckers for the remarkable, so are the people who read blogs.” - Seth Godin

Each week I send out 2 emails: one on supporting primary maths and English. The second on supporting secondary school maths and English. Before I start talking about Math revision, I wanted to say thank you for the really kind feedback I’ve had about these emails from Dina and Daisy’s mum.  

I was thinking about Daisy’s mum’s email and thought that you could also put fractions on the bricks (this relates to using Jenga to help your child learn: 5 ways to use Jenga to support your child's learning)

Create a random fraction and decide if you were going to add, subtract, multiply, or divide and then as you pull out the brick use that method to calculate the answer with your random chosen fraction.

So, for example if we pick ¾ as our random fraction and we are going to multiply. The brick I pull out says 4/6, so I would multiply the top by top: 12, and the bottom by bottom: 24. Giving me the fraction 12/24, which could then be simplified down to ½.  

Very often when people get in touch about tutoring, one of the things that they say is that their son/ daughter doesn’t know how to revise Math. So, I thought I’d share some of my thoughts.

These can also be adapted and used for your 6 SATs, 11+, etc if relevant.  

One of the first things I would suggest is that you get a copy of the syllabus, I will put this together so that you can just download it for foundation and higher, I don’t know of anyone who does AQA Math, but if your child does, let me know and I will find their syllabus as well.

Along side this, I would put 4 columns: I don’t think I know this; I know this, I love this!  

The reason I wouldn’t put I don’t know this, is because as you first set out you could be disheartened by everything you apparently don’t know. And it could be that you do know it, you just didn't know that’s what it was called.  

This will give you a guide so that you aren’t always just revising the stuff you love. Having said that, the days you can’t be bothered, at least reaffirming your knowledge about those things is better than nothing.  

When you come to revise use a range of techniques so that you are creating multiple memories to help store the information. This will make it easier to recall when you come to need it.   Writing an explanation for someone else, teaching it to your parents, or siblings, or dog. Creating a YouTube video to explain it, even if you never put it live.

Making a power point, posters, etc. The list goes on.   Create an index for your revision/ explanations so that if you want to go over them again, you can easily find them.  

Watch the YouTube videos created by others and use them as a walk and talk. (Jamie and I did that a lot when he was studying for his GCSE’s as it was around the time, I started supporting GCSE Math and we would sit and learn and support each other).  

(We’ve also started creating our “Getting to Grips” books, so far we only have angles, but it includes an explanation and a range of games/ resources to help with understanding and learning them, it’s on Amazon if you’re interested, though I have a couple of copies here and whilst I have, can give you one if you would like).  

At the end of the day, note what you have done today to help you to pass your exams. Also knowing why, you want to pass is important.

Is it because you just want to endure another Math lesson again… or is it because you want to study Math at a higher level and need to do well now in order to achieve that.  

We all have different starting points and end goals. We all have a different reason why. But by logging what you’ve achieved today, it will help you to track your progress so you can see what you’ve achieved.  

This became a lot longer than I anticipated so I’ve used this theme for my latest Podcast. If you’re interested, you can find the link HERE  

I’ve also logged the previous emails on the website, so if you want to catch up with any of those, you can find them here.  

Finally, when I asked about a paper copy of the newsletter the other day (sorry, sometimes I waffle on and because I know what my brain is on about, I forget that others can’t read it and I’m probably making very little sense) is if you would like to received a copy through the post once a month with all the month’s emails in (plus a couple of other bits as well), let me know and if it’s of interest to enough people, I will definitely get it up and running.  

For today, have a great week and thank you for taking the time to read these, it means a lot.

Revising Maths: Clara James Tutoring

Maths RevisionGCSE mathscreative revisionExam TipsClara James TutoringRevision Tips
blog author image

Dawn Strachan

For the past 20+ years I have been a firm believer that learning should be an enjoyable experience. I appreciate that traditionally education has revolved around worksheets, textbooks, listening to teachers. But a grounding in early years and working with children who had a variety of learning styles from I learned that it is an individual activity that is personal to all of us. We don’t all learn in the same way. Our influences, our experiences, our capabilities all influence how we retain information. But through it all, I believe that if we can make it enjoyable and engaging, they will want to participate. With participation comes practice which in turn boosts skill and confidence. With an increase in skill and confidence comes a willingness to have a go. This in turn leads to more practice which leads to a positive spiral of success. The moral, we need to make learning fun, engaging, use a range of techniques.

Back to Blog


Morning,

 

I hope the week is going well.

So many people seem to be doing D of E and work experience
at the moment, good luck if that’s you and if you’re at Marlow Camp next
fingers crossed for good weather!

 

I’ve just finished a lesson on division. It seems to be
something that messes with the brains of so many people.

I found it got easier when I stopped thinking about it as
division and instead thought about it as multiplication. So, if for example I
had the question 396 divided by 3, I would look at it as 3x what = 3. My answer
would be 1. How many times would I need to multiply 3 to get to 9, (my answer
would be 3). Then 3x something = 6. My answer would be 2. Giving me the overall
answer of 132.

I know that’s a really simple example but hopefully it explains
my point.

 

Thankfully in schools they don’t often seem to need to do
long division, but I’ve worked with a couple of adults (generally nurses for
some reason) who have needed it.

 

I think I’ll explain this one in a video, as it will be too
complicated to explain it with words as bits get put all over the place. I hope
this makes sense though:

https://youtu.be/cxkN_C5Ecwc  

Enjoy the rest of the week and speak soon,

 

Dawn