Highwoods Parent Workshop 6.3.13
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Transcript of Highwoods Parent Workshop 6.3.13
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7/29/2019 Highwoods Parent Workshop 6.3.13
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Parent Workshop
Highwoods Primary School
Wednesday 13th March 2013
Sharon Corton Maths Co-ordinator
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Questions for this session
How do we teach children their timestables?
What are the mental strategies formultiplication and division?
How do we teach written multiplication anddivision now?
What can we do to support at home?
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Multiplication Facts
Do we still need them?
Should they still be taught in schools?
What if my child finds them really tricky?
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Multiplication Facts
Do we still need them?
Yes
Should they still be taught in schools?
What if my child finds them really tricky?
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Multiplication Facts
Do we still need them?
Yes
Should they still be taught in schools? Yes
What if my child finds them really tricky?
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Multiplication Facts
Do we still need them?
Yes
Should they still be taught in schools?
Yes
What if my child finds them really tricky?
Yes
We provide models and images
that support learning.
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What does 4 x 3 mean?
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Using Numicon
In this approach we introduce times in the way
children learn tables so they would read this as 4times a 3.
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Using a 100 square. Looking forpatterns.
How do we know that a number is in ...
the 2x table?
the 5 times table?
the 9 times table?
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1 x 9 = 92 x 9 = 18
3 x 9 = 274 x 9 = 365 x 9 = 456 x 9 = 547 x 9 = 638 x 9 = 729 x 9 = 8110 x 9 = 90
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Counting Stick
Forwards and Backwards
(with key positions)
3 x table!
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On an empty number line
Forwards and Backwards
Adding and Subtracting in 3s
3 6 9 12
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Counting Stick
Forwards and Backwards
(still with Key Positions)
Chanting
(1 x 3 = 3, 2 x 3 = 6)
(Forwards and backwards)
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Counting Stick
Using key positions
to work facts out quickly.
e.g. 7 x 3 =
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Counting
Forwards and backwards
Chanting
Any order
Division facts
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The language of x tables
Lets consider 6 x 3 =
How would we say that?
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The language of x tables
Lets consider 6 x 3 =
6 times 3 6 groups of 36 lots of 3
6 multiplied by 3
the product of 6 and 3
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Pictures of x tables
Lets consider 6 x 3 =
6 groups of 3 6 lots of 3
Or 1 lot of 3 = 3
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Pictures of x tables
Lets consider 6 x 3 =
1 lot of 3 = 3
2 lots of 3 = 6
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Pictures of x tables
Lets consider 6 x 3 =
1 lot of 3 = 3
2 lots of 3 = 6
3 lots of 3 = 9
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Pictures of x tables
Lets consider 6 x 3 =
1 lot of 3 = 3
2 lots of 3 = 6
3 lots of 3 = 9
4 lots of 3 = 12
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Pictures of x tables
Lets consider 6 x 3 =
1 lot of 3 = 3
2 lots of 3 = 6
3 lots of 3 = 9
4 lots of 3 = 12
5 lots of 3 = 15
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Pictures of x tables
Lets consider 6 x 3 =
1 lot of 3 = 3
2 lots of 3 = 6
3 lots of 3 = 9
4 lots of 3 = 12
5 lots of 3 = 15
6 lots of 3 = 18
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Pictures of x tables
Lets consider 6 x 3 =
Its equivalent to 3 x 6
1 times 6 is 6
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Pictures of x tables
Lets consider 6 x 3 =
Its equivalent to 3 x 6
2 times 6 is 12
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Pictures of x tables
Lets consider 6 x 3 =
3 x 6 =
3 times 6 is 18
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Creating arrays
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Other facts!
5 x 7 = 356 x 7 =
7 x 5 = 35
35 7 =
35 5 =
35 ? = 7
7 + 7 + 7 + 7 + 7 =
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Other facts!
5 x 7 = 35
50 x 7 =
500 x 7 =
6 x 7 =
5000 x 7 =
7 x 5 = 35
35 7 =
35 5 =
7 + 7 + 7 + 7 + 7 =
350 7 =
350 5 =
35 ? = 7
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Other facts!
5 x 7 = 35
50 x 7 =
500 x 7 =
6 x 7 =
5000 x 7 =
7 x 5 = 35
35 7 =
35 5 =
7 + 7 + 7 + 7 + 7 =
350 7 =
350 5 =
35 ? = 7
0.5 x 7 =
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If we know..?
6 x 4 = 24
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Multiplication Written Methods
How would you work this out
in your head?
34 x 7 =
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Grid Multiplication
x 30 4
7
34 x 7 =
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Grid Multiplication
x 30 4
7 28
34 x 7 =
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Grid Multiplication
x 30 4
7 210 28
34 x 7 =
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Grid Multiplication
x 30 4
7 210 28 =238+
34 x 7 =
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Your turnUse grid multiplication
64 x 8 = 234 x 6 =
34 x 78 =
8 x 200 30 46
x 30 4
70
8
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Division Written Methods
27 3 =
How many 3s are there in 27?
Share 27 into 3 equal groups.
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Share 27 into 3 equal groups.
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G i d l f di i i
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Grouping model of division
Division is first introduced as theinverse of multiplication.
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H 3 th i 27?
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How many 3s are there in 27?
As repeated subtraction
Or repeated addition
270
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64 4
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64 4 =
48 52 56 60 64
This could take some time!
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64 4
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64 4 =
0 24 64
10 x 4 = 40
64-40 (10x4)
24 (6x 4)
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Y t !
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Your turn!
Use chunking to work out
72 6 =
144 6 =
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Last question to answer:
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Last question to answer:
What can we do to support athome?
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x tables practice practice practice!
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x tables practice, practice, practice!
Forwards and backwards
Any order quick fire
Apply in real life
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x tables practice practice practice!
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x tables practice, practice, practice!
Forwards and backwardsGoing up and down the stairs!
Any order quick fireIn your next traffic jam!?
Apply in real lifeGoing shopping
or
Pairing up socks!
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Useful websites
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Useful websites
http://www.wmnet.org.uk/wmnet/14.cfm?p=132,index&zz=20060605102325793
http://www.topicbox.org.uk/mathematics/
http://www.primaryresources.co.uk/online/moonmaths.swf
http://resources.woodlands-junior.kent.sch.uk/maths/
index.html
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http://resources.woodlands-junior.kent.sch.uk/maths/index.htmlhttp://www.primaryresources.co.uk/online/moonmaths.swfhttp://resources.woodlands-junior.kent.sch.uk/maths/index.htmlhttp://resources.woodlands-junior.kent.sch.uk/maths/index.htmlhttp://resources.woodlands-junior.kent.sch.uk/maths/index.htmlhttp://resources.woodlands-junior.kent.sch.uk/maths/index.htmlhttp://www.primaryresources.co.uk/online/moonmaths.swfhttp://www.primaryresources.co.uk/online/moonmaths.swfhttp://www.topicbox.org.uk/mathematics/http://www.topicbox.org.uk/mathematics/http://www.wmnet.org.uk/wmnet/14.cfm?p=132,index&zz=20060605102325793http://www.wmnet.org.uk/wmnet/14.cfm?p=132,index&zz=20060605102325793http://www.wmnet.org.uk/wmnet/14.cfm?p=132,index&zz=20060605102325793http://www.wmnet.org.uk/wmnet/14.cfm?p=132,index&zz=20060605102325793