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El. knyga: Maths Homework for Key Stage 2: Activity-Based Learning [Taylor & Francis e-book]

(University of Gloucestershire, UK), (University of Gloucestershire, UK), (University of Gloucestershire, UK), Illustrated by (University of Gloucestershire, UK)
  • Formatas: 102 pages, 25 Tables, black and white; 71 Illustrations, black and white
  • Serija: Active Homework
  • Išleidimo metai: 23-Sep-2010
  • Leidėjas: Routledge
  • ISBN-13: 9780203842317
  • Taylor & Francis e-book
  • Kaina: 88,62 €*
  • * this price gives unlimited concurrent access for unlimited time
  • Standartinė kaina: 126,60 €
  • Sutaupote 30%
  • Formatas: 102 pages, 25 Tables, black and white; 71 Illustrations, black and white
  • Serija: Active Homework
  • Išleidimo metai: 23-Sep-2010
  • Leidėjas: Routledge
  • ISBN-13: 9780203842317
Maths Homework for Key Stage 2 is a unique resource for busy teachers a selection of pencil-free, hands-on activities that teachers can use as extension activities or give to pupils as homework to do with members of their family or friends. Each of the activities encourages the pupils to learn through discussion and through practical activities utilising everyday resources.

Each activity is quick and easy for pupils and teachers to manage, and includes:











a learning aim full, clear instructions and discussion points tasks to develop collaboration and partnership between pupils, parents and teachers photocopiable resources.

A refreshing approach for teachers and pupils, these activities will foster enthusiasm for learning and inspire pupils' interest in Maths.
Guidance for the teacher: how to use this 'pencil-free' homework book x
Introduction
x
Pedagogy and philosophy
x
Maths Homework for Key Stage 2: the key ideas
x
Following-up on the homework
xi
Possible follow-up activities
xi
Partnership with parents
xi
Creating your own active homework
xi
Template letter
xii
Blank active homework template
xiii
Years three and four
Using and applying maths
1(4)
Patterns and properties: identify properties and patterns of numbers and shapes
2(1)
Solving problems: solving number problems
3(2)
Counting and understanding numbers
5(6)
Recognising number sequences
6(1)
Counting on or back in steps of constant size
7(1)
Rounding two/three digit numbers to the nearest 10 or 100
8(1)
Use decimal notation for tenths and hundredths in real-life settings
9(2)
Knowing and using number facts
11(8)
Recall of addition and subtraction facts
12(1)
Recall of multiplication and division facts
13(1)
Recall of multiplication and division facts
14(1)
Using knowledge of addition and subtraction facts
15(1)
Doubles and halves of two-digit numbers
16(1)
Doubles and halves of two-digit numbers
17(2)
Calculations
19(10)
Use knowledge of number operations to estimate and check calculations
20(1)
Investigate a statement involving numbers and test it with examples
21(1)
Solve problems: present and explain solutions
22(1)
Solve problems: present and explain solutions
23(1)
Add or subtract mentally pairs of two-digit whole numbers
24(1)
Add or subtract mentally pairs of two-digit whole numbers
25(1)
Add or subtract mentally combinations of one-digit and two-digit numbers
26(1)
Use a calculator to carry out calculations
27(1)
Carry out one-step and two-step calculations
28(1)
Understanding shape
29(6)
Use shape vocabulary
30(1)
Describe, visualise and classify shapes
31(1)
Describe, visualise and classify shapes: true or false?
32(1)
Use the vocabulary of position, direction and movement
33(1)
Use the vocabulary of position, direction and movement
34(1)
Measuring
35(6)
Choose and use standard metric units
36(1)
Choose units of time to measure time intervals
37(1)
Choose and use standard metric units when estimating weight
38(1)
Calculate time intervals using a calendar
39(1)
Calculate time intervals using a timetable
40(1)
Handling data
41(6)
Examine and explain the data in a Venn diagram
42(1)
Examine and explain the data in a Carroll diagram
43(1)
Examine and explain the data in a bar chart
44(1)
Answer a question by identifying what data to collect and how to organise it
45(2)
Years five and six
Counting and understanding numbers
47(10)
Finding the difference between positive and negative numbers
48(1)
Counting in whole numbers and decimal steps, extending into negative numbers
49(1)
Use knowledge and understanding of numbers
50(1)
Calculate fraction sizes
51(1)
Relate and convert fractions to specific quantities
52(1)
Count in whole numbers and decimal steps
53(1)
Understand and order decimals
54(1)
Solve problems involving proportions and quantities
55(2)
Knowing and using number facts
57(8)
Use number knowledge to estimate and check calculations
58(1)
Use knowledge of multiplication and division to solve calculations
59(1)
Identifying factors and multiples
60(1)
Use knowledge of factors and multiples to solve problems
61(1)
Use knowledge of multiplication facts to calculate squares of numbers
62(1)
Use approximations, inverse operations to estimate and check results
63(2)
Calculations
65(8)
Extend mental methods for number calculations
66(1)
Extend mental methods for doubling and halving
67(1)
Extend mental methods for number calculations
68(1)
Extend mental methods using all four number operations
69(1)
Find fractions and percentages of whole-number quantities
70(1)
Extend mental methods for number operations
71(2)
Understanding shape
73(6)
Identify, visualise and describe properties of shape: shape sentences
74(1)
Identify, visualise and describe properties of shape: describing and guessing
75(1)
Identify, visualise and describe properties of shape: agree or disagree
76(1)
Identify, visualise and describe nets of shape
77(1)
Describing and drawing 2-D shapes
78(1)
Measuring
79(6)
Estimate and measure length
80(1)
Solving problems with measures
81(1)
Read, choose and use standard metric units
82(1)
Read timetables and times using 24-hour notation
83(1)
Read timetables using 24-hour notation
84(1)
Handling data
85
Interpret line graphs that represent changes over time
86(1)
Describe and interpret results using the median, mode and mean
87(1)
Describe and interpret results and solutions to problems
88
Vicki Parfitt is an experienced primary school teacher and is Senior Lecturer in Primary Education at the University of Gloucestershire.

Colin Forster is Course Leader for the Primary PGCE at the University of Gloucestershire.

Andrea McGowan is an experienced primary school teacher and Senior Lecturer in Primary English at the University of Gloucestershire.

David Brookes is an illustrator and is Subject Technician in the Faculty of Education, Humanities and Sciences at the University of Gloucestershire.