Subtraction for Kids | How to Subtract | Number Lines | KS1 | Math Games | Subtraction Games KS1
Need support with different methods to teach subtraction for kids? One of these is the number line which is considered one of the easiest and most preferred methods.
Number lines are one of the different mathematical methods that kids depend on in different things; counting, adding, subtracting, etc. and since it is one of the easiest that one could depend on out there, it is sometimes considered a little bit difficult with big numbers and require the kids to go through some initial steps first (https://www.youtube.com/watch?v=Wn2YBpCIzis)
The whole idea behind number lines is jumping on the numbers on the line forward or backward - according to whether you are adding or subtracting - and the number that will be stopped at will be the final answer that is needed. If you have one-digit number in the equation, like 5 + 5, getting the answer from the number line would be easy, which will be the same with subtraction, such as 7 - 4.
There is a tricky part related to subtraction for kids and using the number line to solve it. The trick is when the equation consists of large numbers that counting them on the number line will never be possible and thus will need another possible way to be used. Partitioning is the thing that kids will need to follow at this point; if they have a number that consists of digits and units, they will need to partition it in order to be able to bring out the answer while using the number line.
If the mathematical equation that the kids will need to work on is for example 47 - 33, the kid should place 47 on the number line, and before counting, he/she will need to partition 33 to 30 and 3 to manage to work on that line. To make it easier, the kid could move back three large steps considering every one of the "10" and thus they will need to jump back three more steps on the number line and reach the final answer which is 14.
Generally speaking, number lines could be from the easiest mathematical methods that could be ever used with subtraction for kids, but sometimes when the numbers get bigger, the process might get a little bit more complicated and all that the kids will need to do at this point is keep practicing in order to master it all at the end (https://www.youtube.com/watch?v=PtwNvOdwiqA).
In addition to the number line technique used in math while teaching subtraction for kids, there are still other ways to depend on and make the process much more fun for them. Subtraction could be taught to the kids through play-doh (https://www.youtube.com/watch?v=tw91epryD28), kids could also learn subtraction with using candies (https://www.youtube.com/watch?v=N-YBC4LPOQw) which will be very challenging for them because they will want to reach the point where they will eat those candies, there are also some mathematical lessons given to the kids through using their favorite toys like the Lego or the building blocks and which they love the most (https://www.youtube.com/watch?v=e1yYbfMfig4).
Math could easily be part of the everyday life of your kid and this will happen through the way you tend to insert its rules in their life. When the kids are doing something with you, you could ask them to count something, remove a specific number from the ones already existing or even add to them and tell you how many are there - this will always give the kid the chance to think throughout the day and know how to solve the mathematical problems without worrying about how hard it will be on him/her or how much his/her mind will accept all these numbers and handle them.
Educational videos are helpful to let you follow up with the different methods used in subtraction and know how you are supposed to teach your kids this specific method you have seen step by step. Educational videos make it easier for you to understand the whole idea and try it all with your kids.
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Welcome to Learning Mole. This is lesson 7 in our series Subtraction for Kids
and at this stage we're going to move on to Key Stage 2
so that's sort of between 8 and 11 year olds
and stage and we're going to think about
now your child will be facing a little bit more complex subtraction calculations
and we're going to be thinking about using number lines as a tool.
Now I am a big big fan of empty or blank number lines
solely for the reason that they can actually go
to suit whatever calculation you want. If you're restricted to certain numbers
it's not always useful to be able to use a number line so
I'm just going to talk you through how you might want to provide your child
with an empty number line and how they might actually find it useful.
Again it's all back to that visualising the numbers so that they're able to then
move from this idea of a blank number line into actually being able to do this
mentally and it's about giving them the
understanding of what they're actually doing.
So for something like a calculation which is 63 take away 7
yes your child might be able to do that in head which is great but if your child
is still struggling especially with crossing that tens
barrier you want to actually maybe give them
something visual like this. So how an empty number line works is you
basically draw a line and then you put your number that you want to start with.
I would always encourage you to use the end of the line to reinforce the idea
that subtraction actually is counting backwards
so you will put your biggest number at the end of your line and then it's
just a case of jumping backwards so you can either have the numbers on
there before which is absolutely fine or you can put the numbers on as you go
along. So I'm just going to put the numbers on for ease of use so I'm going
to do 63, 62, 61. It's also a really good lesson
in helping your child count backwards if they're still
struggling with these sort of upper numbers
and when they're actually putting their numbers on their number line
it actually will really help them with that counting as well.
So I put my numbers on and so I know I've got my 63
it's on there and I actually even get my children to underline the number
they're working with and check that it's on there first
and then they're counting back in seven. That means that they're not mixing up
those numbers so I know I've already done this
now I need to do this I need to take away my seven so starting at 63 and
counting back seven. One, two, three,
four, five, six, seven. My answer is 56. I double check.
One, two, three, four, five, six, seven and I know my answer
is 56. So really really clear visual for your child and no
resources necessary. If your child needs to work this out
somewhere if they're in school or if they're
basically anywhere when they have a pen and paper they've
got a resource with them which is always great.
Your child may also then be faced with something that's a little bit more
tricky that's not just a single digit they're
now taking away a double digit or a two digit number
and this is where we talk about bridging through ten
where they can actually start to bring in their counting steps as well
so that they're not counting back. Number lines are not really designed
for counting back 19 steps. As you can imagine if you're counting back 19
there are loads of chances for error in there so
this is not really what we would be wanting to use this for.
We would be wanting to actually use this in two steps
of 10. So what we might be saying is that again your 47 goes at the end of
your number line. You're underlining it to say you've done
it and we need to come back and we need to
count back 19. So what you might be saying to your child here is well
could we split this number up? Could we partition this number?
You might hear your child talking about partitioning. Partitioning just
means breaking the number up into its tens and its units.
So could we partition this number into tens and units?
It's got nine units and it's got one ten. Very very important
that you actually write down that this is ten and it's not one.
So again it's something you need to remember.
So we already know that we can count in steps of 10
so could we just take away 10 straight away rather than
having to do 10 jumps and your child will already say yes I can do that.
So we do one big jump of 10, take away 10
and they should be able to tell you that's 37.
And then they can take away their nine jumps.
Again if you want to prepare your number line before or you can do the numbers
after it's not a problem. I think it's sometimes easier just to do
your numbers as you go along. Okay so then you're
going to jump back so your nine. So you've got one, two, three,
four, five, six, seven, eight, nine and you've got to your answer 28.
Your child may also tell you here that actually I could jump back
10 and add one back on. That's brilliant because they're really starting to think
mentally and actually putting that into practice
which is great. But I'm just going to do another one of these for you because
they can be really quite tricky especially if you've not
done it before with your child. So let me just talk you through just
one more just to give you an idea. I'm just going to draw a rough number line
in here because you don't always have a ruler at hand. So this time I'm going
to do 73, take away 24.
Okay so I put my 73 up, underline it or circle it or something to say I've
done it. I need to take away to my 24. This is
where I partition into my tens and units. I know that there's
four and I know that there's 20. I can even
write it like that so that it's really really clear.
20. I can jump back 20 or I can jump back two tens.
It might be easier for your child to jump back in 10
which is 53 and then jump back there for
1, 2, 3, 4, 53, 52, 51, 50, 49.
So it's just a really nice tool. Not all children will love it
but it's a nice tool for children that do like working in a number line and
sometimes need that wee bit of reassurance and need that wee bit of
security. Sometimes children will do that mentally
but then they'll need that little security just for double checking.
So it is a really really nice resource and really does help your child
think about subtracting and actually get that concept of going backwards and
counting backwards.