Download presentation

Presentation is loading. Please wait.

Published byFrederick Hodge Modified over 5 years ago

1
I think of a number and add 6. My answer is negative 7, what number did I start with? Sums and Things for Parents

2
Well done Lucie. How did you think that through? Sums and Things for Parents Negative 13

3
20 22 3325 18 12 Using three darts can you make 50?

4
The story so far ………. children’s recall of number facts has become more accurate and faster children are more aware of the strategies they use to calculate they use vocabulary correctly they are more confident about maths maths is more fun!

5
What can a numerate child do? By the age of 11 they should : have a sense of the size of number and where it fits into the number system know by heart addition and subtraction facts to 20, multiplication and division facts to 10x10, doubles and halves, complements to 100, multiply and divide by 10 and 100 use what they know to figure out answers mentally

6
What can a numerate child do? (cont.) calculate accurately and efficiently, both mentally and on paper, using a range of strategies recognise when it is appropriate to use a calculator- and when it is not- and be able to use one effectively explain their methods and reasoning using correct mathematical terms judge whether their answers are reasonable and have strategies for checking them where necessary

7
The aim The aim is for children to do mathematics in their heads, and if the numbers are too large, to use pencil and paper to avoid losing track. To do this children need to learn quick and efficient methods, including appropriate written methods.

8
Mathematics is foremost an activity of the mind, and written calculations are an aid to that mental activity. The Numeracy Strategy aims to develop children’s mental strategies and then written methods that derive from and support mental methods. Learning written methods is not the ultimate aim.

9
We want children to ask themselves: Can I do this in my head? Can I do this in my head using drawings or jottings? Do I need to use an expanded/compact written method? Do I need a calculator?

10
61 + 457800 – 5600 5735 + 36575735 + 3990 83 – 685002 – 4996 538 - 295267 + 267 2.5 + 2.75.1 - 2.78 How do you add and subtract?

11
16 - 9 1 Mistakes children make:

12
643 + 274 8117 803 - 526 187 …….and more: 6 1013

13
EYFS The Early Years Foundation Stage Mathematics programme is split into two areas: Numbers and Shape Space and Measure

14
22 – 36 months - Begins to make a comparison between quantities - Uses some language of quantities such as more and a lot - Knows that a group of things changes in quantity when something is added or taken away 30 – 50 months - Compares two groups of objects and says whether they have the same number - Separates a group of three or four objects in different ways, beginning to recognise that the total is still the same 40 -60 months - Uses the language of more or fewer to compare two sets of objects - Finds the total number of items in two groups by counting them all - Finds one more or one less from a group of up to five objects, then ten objects - In practical activities and discussions, begin to use the vocabulary involved in adding and subtracting

15
Linking into Early Learning Goals at the end of the year… - Say which number is one more or less than a given number - Using quantities and objects, they add and subtract two single digit numbers and count on and back to find the answer - They solve problems involving doubling, halving and sharing.

16
76 + 47 = 76 Addition 116 76 + 40 123 + 7 86 +10 96 +10 106 +10 116 +10 123 +7

17
Addition Moving on to… 67 + 56 = 60 + 50 =110 7 + 6 = 11 121

18
358 + 473 = Addition 358 + 473 700 120 11 831 358 + 473 831 11

19
Subtraction – KS1 Imran has 43 conkers; he gives 24 away to his friends. How many does he have left? 43 – 24 = 4333 -10 23 -10 20 -3 19 19 conkers

20
Subtraction Sam has saved 93p, Amy has 55p. How much more money does Sam have than Amy? 93 – 55 = 55 60 +5 93 +3 90 +30 38p more

21
Subtraction 8.23 – 4.55 = 3.68 8.23 8.00 5.00 4.55 +0.23 +3+0.45

22
Subtraction A sports stadium holds 9010 spectators. 5643 people attend a football match. How many empty seats are there? 564357009010 + 57+300+3010 3367 empty seats 6000 3010 300 57 3367

23
57 x 278 ÷ 2 43 x 50 742 ÷ 2 36 x 25 700 ÷ 4 18 x 15 65.5 10 8 x 1917 ÷ 5 34 x 7 How do you multiply and divide?

24
Mistakes children make: 76 x 8 5648 67 x 54 268 335 603 101 r 5 7 847

25
Multiplication 47 x 8 = x 407 8 32056376 37 x 46 = x 30 7 40 1200 280 1480 6 180 42 222 1702

26
……… leading to algebra at KS3 xab aa 2 aba 2 + ab babb 2 ab + b 2 a 2 + 2ab + b 2 (a + b) 2 = (a + b) x (a + b) (a + b) 2 = a 2 + 2ab + b 2

27
3 x 3 = 9 4 x 5 = 20 5 x 15 = 757 x 5 = 35

28
Division 375 43 43 375 47 8 8 47

29
…or ‘chunking’

30
18 ÷ 3 = 6 We look carefully at the divisor and jump to the target number on a number line. Then count how many jumps. +3 +3 +3 +3 +3 +3 ____ 0 3 6 9 12 15 18

31
Moving on to… 78 ÷ 5 = 15 r 3 78 50 25 r3 5 x 10 5 x 5

32
How can you help? Talk about how you do maths Give praise and encouragement Be positive Ask your child to explain Make sure maths is fun! Use school methods

33
Location, location, location! EYFS – Mrs Allison’s classroom Y1 – Y1/2 activity area Y2 – Mrs Hardy’s classroom Y3 – Mr Smith’s classroom Y4 – Small Hall Y5 – Small Hall

Similar presentations

© 2021 SlidePlayer.com Inc.

All rights reserved.

To make this website work, we log user data and share it with processors. To use this website, you must agree to our Privacy Policy, including cookie policy.

Ads by Google