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Maths Workshop November 2017

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Presentation on theme: "Maths Workshop November 2017"— Presentation transcript:

1 Maths Workshop November 2017
How to help your child

2 Aims of the meeting To provide you with a greater understanding of how Mathematics is taught in school. To particularly focus on the methods of the four operations and mental arithmetic. To show you the different types of questions that pupils will be asked in different year groups. To help you to understand how you can help your child at home.

3 The Aims of the Mathematics Curriculum

4 Lower KS2-Years 3 and 4 The focus in these years is that pupils become fluent with number and the four operations, including number facts and place value.

5 Year 3 objectives

6 So what does this look like?

7 Year 3

8 Partitioning

9 Next Step

10 Next..

11 Addition Using manipulatives

12 Addition Vocabulary Add, more, plus, and, make, altogether, total, equal to, equals, the same as, double, most, count on, numberline, sum, tens, units, partition, addition, column, tens boundary, hundreds boundary, increase, vertical, carry, expanded, compact 

13 Subtraction

14 Multiplication and Division
Recall and use multiplication and division facts for the 3, 4 and 8 multiplication tables.

15 Multiplication and Division Questions

16 Using Multiplication and Division Facts..

17 Fractions

18 Fractions Examples

19 More Fractions

20 Y3 Arithmetic Examples

21 Year 4

22 Number Number bonds are the window to success in KS2 and it is vital that your child knows these securely as they enter this phase.  By the end of Year 4, your child is expected to know all their times tables up to 12 x 12. To ensure this, we practise the tables daily and explore connections between the tables, e.g. to find 6 x 8, we know 5 x 8 is 40, so 6 x 8 is one more 8, so is 48. 

23 Order of Learning Times Tables

24 Learning Times Tables

25 Order.. The first times tables taught are: X 10, x2 and x5

26 Order.. The 2x, 4x and 8x are all doubles of each other so we teach this fact. For the 9x tables, we use the 10x tables. E.g: 5 x 9 is 5 x 10 minus 5. 3x, 6x and 7x tables will then be covered. Always remind your children that the times tables can be swapped around so 7 x 4 =28 and they have already learned this in 4 x 7.

27 How can you help? Stick to learning one times table at a time.
Chant the tables with your child then allow them time to write them out. Once secure, test your child on the tables in a random order. Keep reminding your child that 3 x 4 is the same as 4 x 3. Play times tables games.

28 Times Tables Games

29 Year 4 Addition 1. Carrying 2. Without carrying

30 Subtraction-Decomposition

31 Grid Method for Multiplication

32 Multiplication Year 4 are expected to multiply two- digit and three-digit numbers by a one-digit number using a formal written layout.

33 Short Multiplication

34 Long Multiplication

35 Short Division

36 Long Division Y6

37 Adding Fractions With Same Denominator
Daniel uses the following representation to show that: 7 + 5 = 12 8 16 + = When you add denominators that are the same number, it remains the same in the answer. So or 1 Is he correct? If not, explain why. 7 + 5 = 12 8 1 2 de Answers Show Answers

38 So…

39 Mixed Numbers and Improper fractions

40 Mixed Numbers and Improper Fractions

41 Adding and Subtracting Fractions With Different Denominators

42 Adding and subtracting fractions with different denominators (Mixed Numbers)

43 Adding and subtracting fractions with different denominators (Mixed Numbers)

44

45 Multiplying Fractions by Whole Numbers

46 Visual representations that we would show pupils for understanding

47 Dividing Fractions

48 End of Key Stage Two SATs

49 2017 Harder Questions

50 Mathletics

51 Maths in Everyday Life

52 Resources

53 Maths Websites http://www.arcademics.com/http://www.arcademics.com/
numbershttps:// /maths/index.html


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