Sadly, many of us decide from a young age that we don’t like school. Regular spelling tests, times-tables tests etc reinforce that we’re not very good at it. We’re not the child who is chosen by the teacher and confidence starts to dwindle. With that, motivation also starts to disappear. Such a change from the young child who was so excited for their first day at school…
Our early years are all about learning through play. Reception continues this theme to an extent, but we are also being woken up to the reality of life. By year 1, the fun of learning through play has all but disappeared.
Something I learned many years ago was that if we are relaxed, we are generally in a better state of mind to learn because we are not trying to get out of that fight or flight mode. If we are enjoying ourselves, we are more likely to want to participate. With participation come practice, with practice comes confidence and ability and it becomes a positive spiral of success.
Games are generally short and interactive. We can suggest a rematch and repeat the task reinforcing the information that they learned the first time around. Act as their learning peer and work it out together if they are struggling to do it by themselves. Give them the support they need whilst they build their confidence.
It’s no different to when a child is learning to walk, you initially hold two hands, then one, then you’re right behind them ready to catch them when they fall, until the day comes that you realise, they no longer need you, they have the confidence and ability to do it themselves. Academic learning is no different.
I’m going to suggest 5 of my favourite games but each one of them can be tweaked and adapted accordingly:
I first started playing Jenga in the lessons because I was looking for something to support a child with his handwriting skills. However, I was worried that if I turned up to a parents home and played Jenga with their child for a substantial part of the lesson, it would be hard to justify their investment in tutoring with me.
So, on each brick I wrote one of the high frequency words. As you remove a brick from the tower you had to write the word in a sentence. It then struck me that I could use this for punctuation practice alongside practicing reading the keywords, along with handwriting practice. I now had 3 games in 1. I then decided to write a number up to 12 on one of the other sides of the brick. We could now also use this for times tables and if I adapted the numbers a bit, we could also use it for number bonds. (I now also use it with older children for learning the key grammatical terms) because it has proven to be so versatile Jenga is probably one of the favourite games that we use.
Many things that a child is expected to learn will have a question and an answer, or a term and a definition. Because of this it is easy to create memory games with a set of cards showing the question and the other set showing the corresponding answers. All the cards are laid face down onto the table. The first person picks up two. If they are a corresponding question and answer, they keep them and have another go. If not, they are placed back down in the same place and the other person has a go.
The person with the most pairs at the end, wins.
I love this and it’s so quick and easy.
In all honesty, it’s not my own idea, when my son did GCSE History, he had a fantastic teacher and this is an idea I’ve adapted from him.
All you need to play is a pen and a piece of paper. Draw a noughts and crosses grid on the paper: 2 vertical lines which are crossed by two horizontal lines.
Now in each square write a number from 1 to 12. In the traditional game of noughts and crosses; you each take it in turns to have a go at either drawing a nought or a cross. The aim is to be the first person to get three in a line (vertically, diagonally or horizontally) without the other person blocking you and getting that line of three first.
However, in this version of the game you need to decide which times table you are multiplying by before you start. You now play the game as you would in the traditional method, however, before you can claim your square you need to multiply the number in it by your chosen times table. For example, supposing we have chosen to multiply by 8. I wanted to go in the top left-hand space and there was a number 3 written in it, I would have to work out the answer to 3x8 before I can write my nought or cross in the gap. The game is so simple and yet it is so much fun!
(HINT TO WINNING: if you endeavour to get three of the four corners, it will be very hard to beat you!)
I sometimes also use this game for practicing handwriting (you write a letter instead of a nought or cross) or for extending language (you have to think of a word associated with a particular theme starting with the letter drawn in the square). Sometimes I will also use it for learning specific terms, for example you must define the word, or give an example of the word written there in order to claim your square.
This game is nearly always a hit yet is frustrating in its need for co-ordination and accuracy.
To make it you will need:
Green Paper
Sticky labels or glue
Pens or pencils
Scissors
Start by drawing 12 circles onto a sheet of the green paper.
They need to be approximately 5 or 6 cm in diameter. (I often draw around the bottom of a cup).
Cut each of these out, then cut a V into the top of each one, for no other reason than it makes it look more like a lily pad.
Either on white paper or sticky labels write down the 12 times table questions for the times table you have chosen.
On each lily pad you need to stick down a question. On the reverse side you may choose to stick the answer.
Be careful as this makes it far easier to cheat, but if you’re a bit wobbly with the answers as well, it saves you from having to double check them each time.
Again, if you choose to laminate the lily pads, ensure you leave a slight border of a couple of millimetres of laminating pouch around the edge so that it doesn’t fall apart once cut out.
To play the game each player will need two counters (or a frog; the variety you get in crackers, you press down on one end, and it causes it to jump).
The game is played just like tiddly winks.
The lily pads are spread out on the table in front of you, question side up.
Hold one of your counters (counter a) between your thumb and your pointing finger and press down on the very edge of the other counter (counter b). By doing this it will cause counter “a” to move.
The aim is to flip your counter onto a lily pad.
When you succeed in this (and trust me it’s not as easy as it sounds) you have to answer the question written on it.
If you get it correct, you keep the lily pad.
If you get it wrong, it stays where it is (you may want to be slightly lenient on this initially or offer a help sheet so that your child is likely to win some of the lily pads).
Take it in turns to flip your counters onto the lily pad and as usual the person who has answered the most correctly at the end wins.
Again, as with most of the others I often adapt this game so that we can using for reading specific words, practicing spellings, answering a specific style of maths question, etc.
I have to be honest and say this isn’t one of my favourite games, yet it is one that the children I work with often opt to play.
It’s like a conventional board game, as you move around the board you will encounter forfeits which will vary between have another go, miss a turn, go forward 3 spaces, go back 5 spaces. You will also encounter a range questions or words to read, or spell.
To make the game you will need:
Paper
Pencil
Ruler
Pen
To make the game:
This can be done on a word document if preferred; otherwise it can be drawn out with a pencil and ruler.
1. Draw a grid of 6 rows and 8 columns.
2. In the bottom left square write the word “START”. In the top left square write the word “FINISH”.
3. In various squares around the board write individual questions associated with what you are focusing on.
4. In the other squares write a range of forfeits. These forfeits might include have another go miss a go, go forward3 spaces, go back 2 spaces. Use approximately 2 forfeits per line. Any remaining squares can be left blank.
You may choose to draw an arrow at the end of each line or number each square in a small font to show which direction you need to move around the board in.
To play the Game: To play the game you will need a counter each and one or two dice, though probably just one will be sufficient. Each person takes it in turns to roll the dice. You then move your counter on the appropriate number of squares as dictated by the number shown on the dice.
If you land on a question you need to answer it correctly before you can move on. If you land on a forfeit, you need to carry it out as instructed. If you land on a blank square, you are safe.
The first person to reach the finish square is the winner. Sometimes when we play the game, we say that you must get the exact number that allows you to land on the finish square and be crowned the winner.
If the number takes you beyond the finish square you would move up to it then back away from it again, this increases the chances of attempting more questions. On your next throw you would once again move towards the finish square, repeating the process if necessary. Other times we say that if the number you roll takes you to or beyond the finish square you are the winner.
The choice is obviously entirely up to you to adjust as you deem necessary. Like I’ve said previously though, please ensure that the child frequently gets the opportunity to win as this will boost their confidence and enthusiasm to take part. As with most learning, repetition is important and playing these games will provide that repetition, but the variety will create the range of memories required to assist in recalling the information when needed.
If they feel they rarely win or the fun is taken from it their enthusiasm to play the games will slowly diminish, so please be aware of this.
Remember what we might consider to be fun may not work for the next person. I hope there is enough variety here that you can be inspired and enjoy the activities.
Our goal at Clara James Tutoring is to make learning fun and accessible to everyone. If children are engaged in what they are doing they are more likely to want to participate, if they are enjoying it, they are more likely to relax and retain the information.
If you have a child who enjoys learning through games and being more creative, and you enjoy spending time with them, you might be interested in the Clara James Approach, the membership group we have put together to support you in supporting your primary school aged child with their maths and English.
Interested?
Happy new year!
I hope you’ve had a brilliant break over Christmas.
I know some people have been on holiday, others have been enjoying family time at home. Either way, I hope it was fantastic.
Someone sent me a Christmas present just before the bog day, but I have no idea who it was from, so I can’t say thank you. I feel really guilty as it seems like bad manners, but it was just in a box from M&S with no message attached.
This year, I have committed to send out the notification when the monthly membership bundle goes live, but I am also going to send out an (initially) fortnightly newsletter with suggestions for revision / secondary school Math / English, then in the alternate week a newsletter with suggestions for the primary subjects.
If either of them isn’t relevant, please either let me know and I will ensure you just get the primary or secondary newsletter if you want it, or just click unsubscribe (but then you also won’t receive the email about when the bundle goes live).
My goal is to keep you more in the loop as to what is happening. For example, we occasionally put free courses on Udemy – we’ve just done one on angles – here’s the link if wanted. It was created to promote the topic book we have also created; we’ve also got revision planners for students that might be suitable for some GCSE parents.
At Christmas we also had some free times-tables colouring sheets which you may not have been aware of, so like I say, it may not be of interest to you, but if it is, at least you’ll be aware of it. I have 3 revision planners and 3 angles topic books to give away if you’re interested. Let me know and I’ll happily pop one in the post for you (or give it to you if I’m likely to see you…).
If you do have one, if you could give it feedback on Amazon (I’ll send you the link) that would be hugely appreciated.
Happy new year for now and warm wishes,
Dawn
Hi,
Last week I sent out an email saying I was going to try and commit to sending out an email at the beginning of each week on ideas to support primary school children, then later in the week about supporting secondary school children.
As a result, I was asked if I could also send out some ideas to support the 11+.
(Again, if this doesn’t concern you let me know and I’ll try to ensure that you don’t receive them).
I’ll send the 11+ emails on an alternate Wednesday as I normally have Alfie, my grandson on a Tuesday and the odds of getting much done with a lively 2-year-old for company…
There will be some cross over between primary school and secondary school subjects, but at any stage there is something you specifically want me to help with, please do shout.
So, back on subject, sorry…
Times tables have always been one of the key subjects that I work on with, specifically primary aged children, but also secondary school children, and often the parents say they’re awful at them as well…
I don’t suggest learning them in chronological order.
If you do, you’ll hit some of the much harder ones before you get to some of the easier ones.
Instead, what I suggest (and you’ve probably heard me say this before) is that you start with the 10’s, 11’s, 2’s and 5’s as they do in school.
Then deviate across to the 9’s as there are so many tricks to help you to learn them.
Then the 6’s or 7’s. Crazy I know! But they are quite simple if you split them so that 6x8 becomes: 5x8 + 1x8 = 50+8 Or 7x8 becomes 5x8 + 2x8 = 40 +16 = 56.
From there you can pretty much work in any order.
The 12’s is also straight forward as we can split it into 10x + 2x which would give us the same answer as 12x.
There are more suggestions on the times tables over in the Clara James Approach, or I have a sequence of emails which sends out once a month with suggestions on how to learn each of the times tables with some resources. If it would help, the link is here: Support your child with their times tables - The fun way! (sendfox.com)
I hope that’s helpful and not just waffle.
Like I say if there is anything specific you would like us to focus on, please do give me a shout.
Have a great week and warm wishes,
Dawn
Hi,
I hope you had a good weekend.
Something I am often asked about is supporting hand-writing skills.
At a young age this may relate to the hand muscles in the hands not yet being fully developed and I have a few suggestions that may help.
As the child gets older, you may want to find the support of an occupational therapist to provide some suggestions.
1. Start big: I guess it’s a bit like parking a car. When you are first asked to park a car, you wouldn’t want to park in a narrow gap, you’d hopefully save that until you were more confident, more skilled. Handwriting practice is the same, using a big piece of paper is far better than trying to squeeze your imperfect shapes between two narrow lines. Even better, (if the weather is more forgiving) start by using water to paint on the side of the house, a patio or footpath). Use large movements and as these improve start to shrink it down to what is expected inside a school exercise book.
2. Jenga: I love this game and we’ve adapted it by writing numbers of the bricks so that we can practice number bonds or the times tables, we’ve also got grammatical terms on others so that we can also practice those. But the skill and care needed to remove the brick from the tower without it all tumbling is a great way to practice the fine motor skills which will in turn support handwriting.
3. Colouring is another suggestion: keeping the colouring inside the lines is another skill that requires practice and patience. Again, the strokes used in colouring can further aid the shapes created when writing letters.
4. Sewing again requires the use of the fine motor skills needed for neat handwriting. You may just do a normal running stitch on a square of fabric, or you may decide to make something or use a more elaborate stitch. Either way I hope this helps.
5. Playdough and clay are other great early interventions to building up the muscles in the hands. The stronger and more developed the muscles are the more precise we can be with our writing.
To be honest, anything that needs to be precise will help. Many crafts and building activities help.
For some people, messy handwriting is always an issue.
There are a couple of members of my family whose handwriting I always struggle to read, yet they are so intelligent. It doesn't seem to add up. But my daughter says, if she doesn’t write quickly, she can’t remember everything her brain is throwing at her. Her brain works at such a speed.
I used to tutor a girl a couple of years back. I hadn’t realized her mum was an invigilator for the A’ levels at the school my youngest went to.
Not long after Hay sat her history the mum asked me if my daughter was doing her exams now.
Yes.
Does she do History?
Yes. Is she called Angel?
Yes.
She said, I thought it must be your daughter.
I have never seen anyone writing so quickly. I expected sparks to come off that page!
There are many reasons why people have scruffy handwriting, sometimes it needs to be investigated and like I say, if you are worried about it, it might be worth while trying to get in touch with an occupational therapist.
Sometimes, practicing using the suggestions above will help. Sometimes, like with Hay, it’s just one of those things that make them, them.
I hope this has helped a bit.
Have a great week and warm wishes,
Dawn