Year 3 and 4 Maths presentation
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Transcript Year 3 and 4 Maths presentation
LKS2 Maths Evening
24 . 11 . 15
Written methods for + / - / x / ÷
LKS2 Maths Evening
Brief look at changes in the New
Curriculum for ‘Number’.
Equipment available to the children in
school.
Written methods and the progress through
these for the 4 main number operations.
A chance to practise each method!
Ways to support your child’s maths journey
at home.
Questions and help from us!
Written Methods
Children progress through different stages of written methods.
Children will be working at the stage that is best for them; they may
differ within groups but that is ok.
We do not move them on a stage until we are certain the
underlying understanding is there.
In LKS2, we still believe in using practical maths wherever possible
E.g. using equipment to prove our answers. Even the most able
children benefit from this.
The New Curriculum
for ‘Number’
Year 6 mental maths test is no more and arithmetic is in place instead.
Written methods even more important now!
Roman numerals
Decimal numbers now in LKS2 – count in tenths and hundredths!
Knowing numbers <1000 000 and working with bigger numbers.
Units = Ones
TIMES TABLES:
Year 3 = 2, 5, 4, 8
Year 4 = 6, 7, 9
Equipment
Ones
Children draw
a blank
number line
Addition
on a number
line
15+17
10
+7
+10
15
7
25
32
Addition
15+17
15
Partition!
10
Add the 10s.
Add the 1s
Add them together
5
Expanded
Column Addition
15+17
Are you adding 1
+ 1 here?
or
10 + 10?
H
+
T
O
1
5
1
7
1
2
2
0
3
2
They should be able to PROVE their answers
using equipment if needed.
Ones
first!
Compact
Column Addition
15+17
H
1/10/1000s
carried over
marked.
+
T
O
1
5
1
7
3
2
1
They should be able to PROVE their answers
using equipment if needed.
Ones
first!
Subtraction
21-7
Language barrier.
• Find the difference
• How many more
• Subtract
• Take away
• Minus
At the present time, ALL children in Year 3/4 subtract using a number
line.
By counting on,
the children are
able to make the
crucial link
between + and -.
As well as
making the link
between how
numbers are
related.
Subtraction
21-7
Complementary Addition on a number line.
Start with smaller number and count up to
larger number.
+3
7
Find
nearest
10.
Number
bonds!.
10
+10
+1
20
21
We like to use this for bigger
numbers too rather than move
children on too quickly.
Multiplication
using Arrays
e.g.
2x3=6
3x2=6
Grid
Multiplication
19 x 6
Partition!
19
10
9
H
+
x 10
6
60
9
54
Column Addition
T
O
6
0
5
4
4
+ 1
1
0
1
1
4
Grid
Multiplication
26 x 19
Partition!
26
20
19
6
x 10
10
9
9
20
200
180
6
60
54
H
T
O
2
0
0
1
8
0
6
0
5
4
+
Column Addition
4
1
9
0
+ 3
0
0
4
9
4
Expanded method of
Multiplication
26 x 19
H
T
O
2
6
1
9
2
0
0
(20 x 10)
1
8
0
(20 x 9)
6
0
5
4
(6 x 10)
(6 x 9)
9
4
x
+
4
1
Partition!
Multiply the numbers in exactly
the same way as the grid method
then add them up.
Division
Language
Shared into / by
Groups of
Sets of
Arrays
Divide
Division
by sharing practically
10÷1 = 10
10÷5 = 2
10÷10 = 1
10÷2 = 5
Division by Chunking
on a
Number Line.
126 ÷ 6
How many 6s in 126?
How many groups of 6 in 126?
How many sets of 6 in 126?
How many groups of 6 can you share 126 by?
Division by Chunking
on a
It enables the children
Number
Line.
to think in
groups / chunks /
126 ÷ 6
arrays / lots.
Taking chunks of 6 out of
126.
It’s a very visual
representation!
Division by Chunking
on a
What do I know
Number Line.
about 126? Are
there any large
groups (chunks) of
126 ÷ 6
6 I know that I can
take off?
e.g. 10 x 6
No remainders this
time.
0
1x6
10 x 6
10 x 6
-6
- 60
- 60
6
66
I know that 10 x 6 = 60. I
could take that away
easily.
126
Division by Chunking
on a
H
Number Line.
A common
misconception is
126 ÷ 6
adding up what
they have taken
away rather than
how many sets of
the number.
+
1x6
-6
0
6
10 x 6
10 x 6
- 60
- 60
66
T
O
1
1
0
1
0
2
1
126
How can I help my child at
home?
Mathletics homework – try to give your child a piece of scrap paper
to show their workings on. This is a big focus in the new
curriculum.
Supermarkets/shops/car and bus journeys – showing your
children how to use their number skills in real life.
TIME/MONEY/MEASURE/X - ÷ +
Times tables – songs/in the car/number function machines
(e.g. 6 x ? = 36). (10 x 8 = 80 so 11 x 8 = 88 by +ing 8. )
Getting them to understand the relationship between the
operations and numbers themselves (e.g. 36 ÷ 6 = ? )
or (24 + ? = 30)
How can we help you?
• Any questions?