INTERMEDIATE PHASE + GRADE 7 OXFORD SUCCESSFUL
MATHEMATICS OUP SA
Oxford Successful Mathematics is a trusted CAPS-aligned series.
Learner’s Book that: includes a wealth of worked examples has strategies to help explain the content teaches learners correct mathematical practice.
Teacher’s Guide that: includes planning tools for different learning and teaching styles offers teaching tips helps explain the activities includes assessment tools.
GRADE 4 Learner’s Book
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GRADE 5 Learner’s Book
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GRADE 6 Learner’s Book
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GRADE 7 Learner’s Book
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978 0 19 904285 2 978 0 19 907358 0 978 0 19 905790 0 978 0 19 905616 3 978 0 19 041236 4 978 0 19 599585 5
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978 0 19 599644 9 978 0 19 907382 5 978 0 19 905676 7 978 0 19 904791 8 978 0 19 599671 5
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Mathematics CORE CLASSROOM COURSE
Oxford Successful Mathematics Grade 5 Learner’s Book
Primary Catalogue 43
INTERMEDIATE PHASE + GRADE 7
6 1 234; 1 244; 1 254; 1 264; 1 274: The underlined digits show that the number of tens increases by 1; so the numbers to follow are 1 284; 1 294; 1 304; 1 314 and so on.
7 3 841; 3 941; 4 041; 4 141; 4 241: The underlined digits show that the number of hundreds increases by 1; so the numbers to follow are 4 341; 4 441; 4 541; 4 641; and so on.
541; 4 641; and
You will remember that we can represent numbers in different ways. Let’s do an example
5 4 6 can represent numbers in different ways.
Look at how we repesent these numbers: 2
hese numbers: 1
H T
H
Th U
U H H
T Th
U U U
H T
Th H U
45 5 Th H TU 3 Th HT U
1 represents 3 636 4 represents 2 238
Activity 1
1 Which whole numbers below are odd and which are even? Prove your answer. a 9 181 d 2 999 g 1 907 j 4 088
mbers belo
b 8 176 e 5 273 h 7 474 k 6 975
b 8 12 Term 1 2014/09/11 04:10:01 AM
c 4 750 f 4 812 i 4 775 l 7 196
2 represents 5 709 5 represents 1 125
2 represents 5 5 represents
3 represents 6 956
2 Find a pattern within the following number patterns. Use the pattern and write down the next three numbers. a 4 028; 4 030; 4 032; 4 034; 4 036; 4 038; 4 040; 4 042 b 9 433; 9 431; 9 429; 9 427; 9 425; 9 423; 9 421; 9 419 c 7 852; 7 861; 7 870; 7 879; 7 888; 7 897; 7 906; 7 915 d 4 891; 4 884; 4 877; 4 870; 4 863; 4 856; 4 849; 4 842 e 6 213; 6 223; 6 233; 6 243; 6 253; 6 263; 6 273; 6 283 f 3 078; 2 978; 2 878; 2 778; 2 678; 2 578; 2 478; 2 378 g 2 402; 3 402; 4 402; 5 402; 6 402; 7 402; 8 402; 9 402
3 Which pattern would you use to count as follows? a count forwards in 10s b count backwards in 20s c count forwards in 9s d count backwards in 8s
4 Write down the number represented by each drawing. ab c
d
e
5 Write down what number X represents in each drawing. a
b c
d Unit 1.1: Whole numbers less than 10 000
9780199043460_OS_Mathematics_5_LB.indb 13 13
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