DIGITAL TEXT BOOK DUAL LANGUAGE MATHS YEAR 4 MIKE POJAN 2020

RUKUN NEGARA

Bahawasanya Negara Kita Malaysia
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Mencapai perpaduan yang lebih erat dalam kalangan
seluruh masyarakatnya;

Memelihara satu cara hidup demokrasi;

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akan dapat dinikmati bersama secara adil dan saksama;

Menjamin satu cara yang liberal terhadap
tradisi-tradisi kebudayaannya yang kaya dan pelbagai corak;

Membina satu masyarakat progresif yang akan menggunakan
sains dan teknologi moden.

MAKA KAMI, rakyat Malaysia, berikrar akan
menumpukan

seluruh tenaga dan usaha kami untuk mencapai cita-cita tersebut
berdasarkan prinsip-prinsip yang berikut:

KEPERCAYAAN KEPADA TUHAN KESETIAAN
KEPADA RAJA DAN NEGARA KELUHURAN
PERLEMBAGAAN KEDAULATAN UNDANG-
UNDANG KESOPANAN DAN KESUSILAAN

(Sumber: Jabatan Penerangan, Kementerian Komunikasi dan Multimedia Malaysia)

DUAL LANGUAGE PROGRAMME

MATHEMATI CS
YEAR 4

TEXTBOOK

WRITERS EDITORS
• MARIATI JOSEPHAMUSTAFA
• CHAN YOOK LEAN • ASMAHANIM ABRAHMAN
• RAMLAH MAJID
• KHADIJAH NOORDIN

GRAPHIC DESIGNER TRANSLATOR
• AINI ABD. HAMID • SUGARA ABDUL LATIF

ILLUSTRATOR
• MOHAMAD SHARIF

MOHD YASIN

Dewan Bahasa dan Pustaka
Kuala Lumpur
2016

Serial No.: 0194 ACKNOWLEDGEMENTS

KK 513-221-0102021-49-1248-20101 The Ministry of Education, Dewan Bahasa dan
ISBN 978-983-49-1248-2 Pustaka, and the panel of writers would like to
express their appreciation for the contributions
First Printing 2016 made by the following parties:
© Dewan Bahasa dan Pustaka2016
 The Panel of Evaluation,
All Rights Reserved. No parts of this book may be
reproduced or transmitted in any form or by any Textbook Division, Ministry of Education.
means, electronic or mechanical, including
photocopying, recording or any information storage  Officers of the Texbook Division, Ministry of
and retrieval system without permission in writing Education.
from the Director-General, Dewan Bahasa dan
pustaka, P.O. Box 10803, 50926 Kuala Lumpur,  The Panel of Evaluation, Dewan Bahasa dan
Malaysia. Negotiation is subject to the calculation of Putaka.
royalty or honorarium.
 SKKubu, Melaka.
Publisher:
 SKTaman Bukit Maluri, Kepong, KualaLumpur.
Dewan Bahasa dan Pustaka, Jalan
Dewan Bahasa,  All parties involved in the process of publishing of
this book.
50460 Kuala Lumpur.
Telephone: 03-2147 9000 (8 hunting lines)
Facsimile: 03- 2147 9643 Website:
http://www.dbp.gov.my

Design and Typeset:
Dewan Bahasa dan Pustaka

Text Typeface: Azim
Text Typeface Size: 14/16 points

Printed by:

Ultimate Print Sdn. Bhd., Lot 2,
Jalan Sepana 153,
Off Persiaran Selangor Seksyen 15,
40200 Shah Alam,

Selangor Darul Ehsan.

CCOONNTEENNTTSS

1 NUMBERS UPTO 100 000 ......... 1 6 MIXED OPERATION ............... 61
Recognise number ...................... 1 Addition and subtraction ............ 61
Numbers explore ........................ 4 Multiplication and division ........... 63
Place value and digit value ........ 4 Solve the problems ..................... 66
Partition numbers ...................... 5
Numbers value ........................... 7 7 FRACTIONS ............................... 69
Estimate quantity ....................... 10 Recognise mixed numbers and
Number patterns ....................... 12 improper fractions ................. 69
Round off numbers .....................14 Relationship between improper
fractions and mixed numbers .. 73
2 ADDITION ................................. 17 Addition of fractions .................... 77
Addition ..................................... 17 Subtraction of fractions ............... 80
Solve the problems ................... 22 Addition and subtraction
Unknown in addition ................. 25 of fractions ............................. 83
Solve the problems ..................... 86
3 SUBTRACTION .......................... 29
Subtraction ................................. 29 8 DECIMALS .................................. 89
Subtract consecutively ................ 31 Recognise decimals ................... 89
Solve the problems .....................34 Relationship between fractions
Unknown in subtraction ...........37 and decimals ......................... 92
Compare decimals ..................... 94
4 MULTIPLICATION ....................41 Addition of decimals .................. 96
Simple multiplication .................41 Subtraction of decimals .............. 98
Let’s multiply .............................44 Multiplication of decimals ............100
Solve the problems ....................48 Division of decimals ...................102
Solve the problems ....................104
5 DIVISION ................................51
Simple division ...........................51 9 PERCENTAGE .............................109
Let’s divide ..................................53 Relationship between
Solve the problems ....................57 percentages and decimals .... 109

SELF-TEST ..................................113

iii

10 MONEY ........................................117 13 MASS ..................................187
Combination of money ............ 117 Addition and subtraction of
Round off values of money ........ 119 mass ................................187
Addition of money ....................121 Multiplicationanddivision of
Subtraction of money ................123 mass ...............................190
Addition and subtraction of money ..125 Solve the problems .............. 193
Multiplication of money ............. 127
Division of money ..................... 129 14 VOLUME OF LIQUID ..........197
Solve the problems ....................1 31 Addition and subtraction of
Recognise foreign currency .......137 volume of liquid ...............197
The value of foreign currency ...... 140 Multiplication and division of
Payment instruments ................. 141 volume of liquid ...............200
Solve the problems .............203
11 TIME ...........................................145
Recognise time ..........................145 15 SPACE ..................................207
Day and hour ........................145 Recognise angles ................207
Week and day ....................... 147 Recognise lines ....................209
Year and month ....................148 Parallel lines ..................209
Addition of time .........................150 Perpendicular lines .........210
Subtraction of time ....................153 Perimeter ............................212
Multiplication of time .................156 Area ...................................214
Division of time ..........................159 Volume ..............................217
Solve the problems ...................161
16 COORDINATES ...................221
12 LENGTH ......................................165 Recognise position ..............221
Determine the position .........226
Recognise units of length ..........165
17 RATE ...................................229
Relationship between centimetresand Rates ..................................229

millimetres .............................166 18 DATA HANDLING ..............235
Recognise and compare
Relationship between kilometres and information ........................235
Pictograph ....................235
metres ............................167 Bar chart ........................237
Pie chart .........................239
Measure length of objects .........168
SELF-TEST.............................243
Estimate distance ......................169

Addition of length .....................171

Subtraction of length .................174

Multiplication of length ..............176

Division of length .......................178

Solve the problems ....................180

ANSWERS ............................249

iv

INTRODUCTION

The publication of the Standard-Based Curriculum for Primary Schools (KSSR) textbooks has moved
forward to Level 2 with the publication of Mathematics Year 4 KSSRTextbook. The writing of Mathematics
Year 4 Textbook pursues the goal of KSSRbased on the National Philosophy of Education and the
National Education Policy, and taking into consideration of the 21st century challenge, New Economic
Model (MBE)and the latest learning theories. The Mathematics Year 4 Textbook stresses on the moulding
of a balanced human capital from the aspects of physical, emotion, spiritual, intellect and social. To
ensure that the vision is achieved hence the elements of EMK, namely Creativity and Innovation,
Entrepreneurship and Information Technology and Communication inclusive of the existing elements
are embodied to complete the efforts of strengthening the quality of the future human capital to drive
Malaysia as a developed nation.

The Mathematics Year 4 Textbook consists of 18topics that are arranged in parallel with the Standard-
Based Curriculum for Primary Schools (KSSR)Year 4 published by the Curriculum Development Division,
Ministry of Education. The content of the textbook delivers the knowledge of concepts and skills that
contains of pupil-centered activity Learning Standards. The content of the book is equipped with formative
and summative exercises to help pupils acquire and reinforce the skills learnt, and helps teachers to
evaluate the level of pupils’ acquisition of a certain topic.

TheMathematics Year 4 Textbook functions as a complete and fun learning source with teacher’s notes
which provide ideas for teachers to plan an effective teaching and learning activites. The suggestions on
surfing suitable websites help pupils to apply the usage of information technology in learning. Teachers
need to encourage pupils to think and answer questions posed by the mascots to acquire the process
of reasoning. The Brain Teaser activities help to develop critical and creative thinking thus enhancing the
Higher Order Thinking Skills (HOTS).In addition, the Mind Stretcher which acts as a summative exercise
matches the School-Based Assesment (SBA), HOTSand TIMSS (Trend in International Mathematics and
Science Study).

The Mathematics Year 4 Textbook is also designed to be a fun learning tool with reinforcement and
enrichment activities incorporated in games and projects. The content of the book also inculcates unity
through national integration which are presented by various race and ethnic characters. The usage of
this Mathematics Year 4 Textbook will be more effective if the functions of characters, mascots and icons
are fully understood.

v

FUNCTIONS OF ICONS Enrichment activity.
IN TEXTBOOK
Encourage critical and creative
2 ADDITION thinking.

TOPIC Recreational activity with individual
Topic based on title incorporating the elements
learning area. of fun learning and HOTS.

SUBTOPIC Formative exercise to evaluate the
Mathematical skills acquisition of the new skill learnt.
to be acquired.
Summative exercise.
MASCOT
Poses questions that stimulate Revision exercises to enhance
pupils’ mind to encourage pupils’ understanding.
reasoning.
ANSWERS
10.1(i) CONTENT STANDARD
AND LEARNING STANDARD Lists of answers for
As per in Year 4 Mathematics Mind Booster and Self-Test.
KSSRdocument.

Say the first two INFORMATION
numbers followed Key information in learning
by the next three
numbers.

activities.

INFORMATION

TEACHER’S NOTES
Additional activity guidance.

Suggested websites.

Writers

vi

1 School

NUMBERS UP TO
100 000

Recognise number Zone A purchased twenty thousand

and four hundred boxes.

1

Ten thousand and
eighty boxes will be
sent to Zone B.

What is the purchase quantity of Zone C?

49 562 Say the first two
numbers followed
Forty-nine thousand by the next three
five hundred and sixty-two numbers.

INFORMATION

What is the purchase quantity of Zone Dand ZoneE?

Say the numbers written 81 104
on this board. 93 006
64 205
17 017

1.1(i) TEACHER’S Read and say the numbers on computer display, flash cards and newspaper
NOTES cuttings correctly.

1

2 Seventeen

thousand eight
hundred and one.

83 01517801 Eighty-threethousand
and fifteen.

3 AT A GLANCE

AT A GLANCE

On 15th Oktober 2012 On 15th Oktober 2012 Thirty-nine thousand
and forty-four
Felix Felix
Baumgartner Baumgartner

from Australia succeeded in breaking the from Australia succeeded in breaking the

world record world record

after the diving from the stratosphere at the after the diving from the stratosphere at the
height of
39 044 mheight of
39 044 m
as comparison, the EverestMountain
is only 8848 metres high while the normal as comparison, the EverestMountain
altitude of the commercial flight is at is only 8848 metres high while the normal
11 000 metres. altitude of the commercial flight is at
11 000 metres.
He also made a record of free
He also made a record of free
diving
diving
at the lowest level of 29 metres only from
earth, which is from a statue monument in at the lowest level of 29 metres only from
Brazil in 1999. earth, which is from a statue monument in
Brazil in 1999.

Source: Utusan Malaysia. 8th December 2012

4 Write the number represented

on the spike abacus in words
and numerals.

tweanntydT-nhiirntey thousand

TEACHER’S Say and write numbers from various sources including the Internet.

2 1.1(i) NOTES http://www.ixl.com/math/grade-6/place-values-in-whole-numbers

5 40 209 40 029
42 009

Which card matches Forty thousand and
the number word? twenty-nine

82 1 Create six 5-digit numbers starting with 8 . The
00 two 0 digits must be next to each other. Say and
write the numbers.

1 Complete thetable.

Number Words
69 810 Ninety-five thousand and ninety-one
Fifty thousand and thirty-four
44 007

17 602

2 Write the numbers in words and numerals.
ab

Ten Thousands Hundreds Tens Ones Ten Thousands Hundreds TensOnes
thousands thousands

1.1(i) TEACHER’S Make a scrapbook of 5-digit numbers from newspaper or magazines.
NOTES Rewrite the numbers in words.

3

Numbers explore Every digit in a number has a
place value and digit value.
Place value and digit value
1

Ten Thousands Hundreds Tens Ones 19 365
thousands
Nineteen thousand three
hundred and sixty-five

The Number 19 365
Digit 1 9 3 6 5

Place value ten thousands hundreds tens ones
thousands

Digit value 10 000 9 000 300 60 5

Place value of 1 is ten Place value of 9 is
thousands. The digit value thousands. The digit
of 1is 10 000. value of 9 is 9 000.

State the place values and the digit
values of 3, 6 and 5.

2 Complete the place value and the digit

value of this number.

Digit 9 57 0 2
Place value 0
95 702 Digit value thousands

90 000 700

TEACHER’S Use number cards to identify and write the place value and the digit value.

4 1.1(ii) NOTES

Partition numbers

1 Partition 73 519according to the place value and digit value.

ten thousands thousands hundreds tens ones

7 3 5 19

Place value 73 519 = 7 ten thousands + 3 thousands +
partitioning 5 hundreds + 1tens + 9ones

Digit value 73 519 = 70 000 + 3 000 + 500 + 10+ 9
partitioning

Partition 40 609 into place Partitioning number is to write number
value and digit value. in expanded form according to the place

value or digit value.

INFORMATION

Place value 40 609 = 4 + 0 thousands + 6 hundreds +
partitioning 0 +9
Digit value
partitioning 40 609 = 40 000 + ++ +

Can 40 609 be partitioned into
600 + 40 000 + 9?Explain.

2 What is the number for this expanded form?
5 ten thousands + 0 thousands + 7 hundreds + 6 tens + 2 ones

50 000 + 700 + 60 + 2

The number is fifty thousand
seven hundred and sixty-two.

Ten Thousands Hundreds TensOnes 50 762
thousands

1.1(iii) TEACHER’S Discuss the difference between partitioning into place value and digit value. 5
NOTES http://www.ixl.com/math/grade-6/place-values-in-whole-numbers

3 hundred ten thousands hundreds tens ones
thousands thousands
10ten thousands
equals 1hundred 10 0 0 00
thousands.

10ten thousands = 100000

hundred ten thousands hundreds tens ones
thousands thousands

1 0 0 00 0
1hundred thousands = 100000

Are 17thousands and 170hundreds have the same value?Explain.

The buttons 3 and 6 of this calculator is not 4
functioning. Show two ways to display the
number 43 769 using partitioning. 78 9÷
456x

12 3 –
c0 .

=

1 Write the place value and digit value of 6 in each number.

a 11261 b 38 617 c 61 582 d 96 453

2 Complete these.

a 14 735, the digit in the ten thousands place is .

b 37 601, the digit is in the hundreds place.

c 5 9 2 , the digit 1is in the tens place and digit 8 is in the

thousands place. What is the number?

3 Complete these.
a 800 + 4 000 + 60 000 + 5=
b 50 000 + 5 000 + 8 =
c = 0 hundreds + 2 tenthousands + 0 ones + 9 thousands + 2 tens

TEACHER’S http://www.bbc.co.uk/bitesize/ks2/maths/number/place_value_headings/play

6 1.1(iii) NOTES

Numbers value Sales

1

ZEES AKI MOMO BLING
12 600 units 11800 units 12 200 units 13 400 units

Which bicycle has the highest and the lowest sale?

Arrange these numbers on the number line.

Aki Momo Zees Bling

11600 11800 12200 12400 12600 12 800 13 200 13400
12 000 13 000

Bling is the highest in sale. Aki is the
lowest in sale.

The arrangement of the numbers above is in ascending
order. The value of numbers increases from left to right.

Ascending order 11800, 12200, 12600, 13400
Descending order 13400, 12600, 12200, 11800

How about the arrangement of numbers in descending
order? Explain.

TEACHER’S Compare the value of numbers using the spike abacus or abacus.
NOTES
1.1(iv) 7

2 Arrange these numbers in ascending and descending order.

26 105 30 469 26 115 3 078

Step 1 Find the smallest value.

ten thousands hundreds tens ones
thousands
3 078 is thesmallest value because it has only four digits.
2 6 1 05

3 0 4 69

2 6 1 15

3 0 78

Step 2 Find the largest value.

ten thousands hundreds tens ones Look at the digit in the
thousands ten thousands place.
The digit 3 is the
2 6 1 05 largest. So, 30 469 is
the largest value.

3 0 4 69

2 6 1 15

The value of digits in the ten thousands hundreds tens ones
ten thousands, thousands thousands
and hundreds places are
the same. So, look at the 2 6 1 05
digits in the tens places.
The value of digit 1 is more 2 6 1 15
than 0. So, 26 115 is
more than 26 105.

Ascending order , 26 105, ,

Descending order 30 469, 26 115, ,

TEACHER’S Compare and arrange numbers using flash cards.

8 1.1(iv) NOTES

Materials Number wheel, Players 4 pupils 901
pen, A4 Paper. 82

Steps 73
6 54

1 Determine each player᾽s turn.
2 Spin the wheel 5 times according to the player᾽s turn.
3 Record the numbers on a piece of paper.
4 All 4 players compare their numbers.
5 Arrange the 4 numbers in ascending order.
6 Repeat steps 2 to 5.
7 Then arrange the numbers in descending order.

1 Say the smallest number. b 13622, 13066, 13226
a 72 210,82 118,74450 d 70 629, 76 431,62 725
c 28 976, 27 312,29 115

2 What is the largest number?

a 40 049 b 11642 c 93 820
11634 93 208
49 032 11694 91 330

40 900

3 Arrange the groups of numbers in:
a Ascending order

i 76 732, 71845, 76 855, 78 237

ii 94 001,83 109,42 870, 67 237, 74 324
b Descending order

i 3 065, 28 165,3 402, 29 892

ii 14321,29 109,18001,27 237, 14 324

1.1(iv) TEACHER’S Use the numbers created by pupils in Number Tracking activity to reinforce 9
NOTES the skills of comparing values of numbers.

http://www.ixl.com/math/grade-3/put-numbers-in-order

Estimate quantity

Jar A consists of 400

1 pieces of chocolates.

Almost half of jar Bis filled
with chocolates.

AB

Estimate the number of chocolates in jar B.

AB The chocolates in jar Bis less
than 400 pieces.

400 pieces

The number of chocolates in jar Bis about 200 pieces.

2 What is the estimated number of beads in jar Q?

--------------------- The beads in jar Q is
--------------------- more than 150 pieces.
---------------------

P Q
150 pieces
The estimated number of beads in jar Qis
between 450 pieces to pieces.

TEACHER’S Discuss the importance of estimation in everyday life.

10 1.2(i) NOTES

3 Estimate the volume of water in tank Y.

Y The volume of water

x in tank Yis more than
the volume of water in

tank X.

20 litres litres

The estimated volume of water in tank Yis about 60 litres.

How do you determine the estimated volume of
water in tank Yis reasonable? Discuss.

Complete the reasonable estimates of quantities.

a 60 kg b

150 pieces

-------- -------- d
c

600 cm 60 mm

-------- -----

1.2 (i) TEACHER’S Introduce words related to estimation such as more than half, almost full, 11
NOTES more or less, about and approximately.
Carry out simulation for estimation activities.

Number patterns What about these two sets
of number cards?

1 How do Zeti and Johan classify their number sequences?

In these two sets of The patterns for these
number cards, the two sets of number cards
patterns increase by fours. decrease by tens.

+4 +4 +4 – 10 – 10 – 10

20 153 20 157 20 161 20 165 11242 11232 11222 11212

+4 +4 +4 – 10 – 10 – 10

17028 17032 17036 17040 66 137 66 127 66 117 66 107

Group the number 5 600 5 800 6 100 6 500 12742 12542 12342 12142
sequence based 9 000 8 800 8 600 8 400 16066 16266 16566 16966
on its pattern.

1.3 (i) TEACHER’S Discuss the two number cards that have not been classified in the stimulus picture.
NOTES Prepare sets of cards or use number lines with various patterns to carry out number
pattern activities.
12

2 What are the following numbers in this number pattern?

– 23 This number pattern is minus 23.

a

10 201 10 178 10 155

+2 +3 25 012

b 25 003 25 005

1 1 2 3 5 8 13 21 34 This is Fibonacci
number sequence.

INFORMATION

Study this number pattern. What are the 10th and the 15th numbers?

1 Group the number sequence according to the same pattern.

a 17845, 17835, 17827, 17821 b 26 007, 26 507, 27 507, 28 007

11077, 11143,11209, 11275 80 000, 79 550, 79 100, 78 650

54 306, 54 372, 54 438, 54 504 11350, 11850, 12850, 13350

10001, 9 991, 9 983, 9 977 15 050, 14600, 14150, 13700

2 Complete the number sequence.
a 300, 600, 900, 1200, , ,

b 907, 892, 877, , 847, ,

3 Do 7 077 and 7 112belong to the number sequence of
7 007, 7 017, 7 027, 7 037, 7 047? Show it.

1.3 (ii) TEACHER’S Find information about the speciality of Fibonacci sequence by
NOTES surfing the related websites.

13

Round off numbers What is the quantity
of detergent bought
Jimat SJuupmerbmoaDrkeetetrPguerncht ase of in January?

Month Quantity About 19900 boxes.

January 19 862
February 11 257
12 999
March

1 Round off the quantity of Jumbo detergent bought in January to the
nearest ten.

1862 is nearer to 1860.

19 862

19 860 19 865 19 870

19 862 rounded off to the nearest ten is19 860.

Round off the quantity of detergent Jumbo bought in the
month of February to the nearest thousand.

2 Round off 32 716 to the nearest ten thousand.

ten thousands hundreds tens ones Group Digit
thousands 
0, 1,2, 3,4
3 2 7 16  5, 6, 7, 8,

3 0 00 0 • I f the digit on the right is in Group,
• Look at the digit to the right of retain the digit to be rounded.

ten thousands place. • I f the digit on the right is inGroup,
add 1to the digit to be rounded.

• The digit 2 is in Group . • Then change all digits on the right to
0.
• Retain the digit in ten thousands place.
• Change the digits in ones, tens, hundreds
INFORMATION
and thousands place to 0.

32 716 rounded off to the nearest ten thousand is 30 000.

1.4 (i) TEACHER’S Discuss rounding off numbers done by the workers in stimulus picture.
NOTES Practise rounding off based on the information given.
Emphasise the importance of rounding off in everyday life.
14

Let᾽s identify the Rembau, Negeri Sembilan: 43 011
district with about Cameron Highlands, Pahang: 38 471
40 000 people. Jeli, Kelantan: 40 637
Pokok Sena, Kedah: 49 506
Tongod, Sabah: 36 192

Source: Malaysia Population
Census 2010

3 Will the number of citizens in all districts be 40 000 people when
rounded off to the nearest ten thousand?

40 637 43 011 49 506
36 192 38 471 44 999

30 000 35 000 -------- 50 000
40 000 ---------4-5--000

The number of citizens in Tongod, Cameron Highlands, Jeli and Rembau
will be 40 000 people when rounded off to the nearest ten thousand.

The numbers 35 000 to 44 9 9 9 become 40 000
when rounded off to the nearest ten thousand.

Why the number of citizens in Pokok Sena, Kedah is not

mentioned? Discuss.

1 Round off the following numbers to:

Number Nearest Nearest Nearest Nearest

ten hundred thousand ten thousand

67 369
10 065

2 Give two numbers which become 52 300 when rounded off to the
nearest hundred.

3 Which largest number becomes 90 000 when rounded off to the
nearest ten thousand?

1.4 (i),(ii) TEACHER’S Drilling exercise to identify numbers that can represent a given number rounded off
NOTES to the nearest ten, hundred, thousand and ten thousand.

15

1 Write the numbers in numerals or words.

a 28 603 b 50 901 c Forty-seven d Eightythousand

thousand and eleven and twenty-five

2 State the place value and digit value of 5. d 83 158
a 75 603 b 54 284 c 12 532

3 Partition each number according to the place value and digit value.

a 26 317 b 62 839 c 70 116 d 34 001

4 Compare the numbers. Arrange them in ascending order and
descending order.
a 34 461 39 562 30 561 34 726 39 894

b 90 425 97 281 89 372 90 753 87 201

5 Write the estimates for the following quantities.
ab

150 books 13000 mℓ

6 Group these numbers according to the patterns.

13 116 13136 13156 13 176 1041 3 123 9 369 28 107

125 375 1125 3 375 64 109 64 129 64 149 64 169

7 2 000 , 20 , 1990 , 30 , 1980 , , ,

Which number group completes the number pattern above?
a 40, 1970, 50 b 50, 1970, 60 c 1970, 40, 1960

8 Which of these numbers becomes 60 000 when rounded off to the
nearest ten thousand?

61 033 58 600 54 600 62 000 67 114 55 321

TEACHER’S NOTES
16

2 School
ADDITION

Addition WELCOMETO

VISITMALAYSIAYEAR RESERVEDFOREST

In June, 5 806 Foreign tourists

local tourists
visited this place. were 21 345.

1 What is the total number of
tourists in June?

5 806 + 21 345 =

ten thousands thousands hundreds tens ones 1 1

11 21 34 5
+5 80 6
2 1 3 45 1 51
+ 5 8 06 27

2 7 1 51

5 806 + 21 345 = 27 151
The total number of tourists in June is 27 151.

The number of tourists in July is 3 650 more than the previous month.
Calculate the total number of tourists for the two months.

2.1 (i) TEACHER’S Relate other daily situations involving addition. 17
NOTES Tell stories about experiences of visiting certain places which can be
related to addition.

2 Below are the number of leaflets distributed according to zones.

North Central East
Zone Zone Zone
893
21407 15854 sheets
sheets sheets
Add the 10 addends and
Calculate the number of all leaflets. add the same digits.
21 407 + 15 854 + 893 =

2 11

2 14 07
15 8 5 4
+ 893

3 8 15 4

Which is faster, 8 + 8 or 2 × 8?Why?

21 407 + 15 854 + 893 = 38 154
The number of all leaflets is 38 154.

3 Add up 42 313, 905 and 6 450. Partition
42 313 + 905 + 6 450 = numbers
according
42 313 40 000 + 2 000 + 300 + 10 + 3 to thedigit
900 + 0 + 5 value and
905 400 + 50 + 0 add up.

6450 + 6 000 +

40 000 + 8 000 + 1 600 + 60 + 8

40 000 + 8 000 + 1 000 + 600 + 60 + 8 = 49 668

42 313 + 905 + 6 450 = 49 668

The total of 42 313, 905 and 6 450 is 49 668.

18 2.1(i) TEACHER’S Use Diene’s block, place value chart and number cards to carry out addition
NOTES activities in pairs or groups.
Use abacus skills and mental calculation from the largest to the smallest value
(left to right).
http://interactive.onlinemathlearning.com/chain addition.php?action=generate
&numDigits=5&numAddends=3&numProblems=8

4 Calculate the total number of souvenirs Key Magnet
sold as shown. chain 27 641
53 139
53 139 + 2 481 + 27 641 =

Estimate the answer 53 139 53 000 Postcard
by rounding off to the 2 481 2 000 2 481
nearest thousand.
+ 27 641 + 28000 Then,
add up.
83 000

1111

53 139
2 481

+ 27 641

83 261

83 261 is close to 83 000. So, the answer is reasonable.
53 139 + 2 481 + 27 641 = 83 261

The total number of souvenirs sold is 83 261.

Does the total of 4 859, 1273 and 4 902 give a 4-digit answer? Estimate
the answer and explain.

5 Add 41045, 89, 3 955 and 24011.

41 045 + 89 + 3 955 + 24 011 =

Method 1 11 Method 2 4 1 0 45
24 0 11
1 11 + 2 4 0 11
2 4 10 0 89 3 955
4 10 45 + 89
+ 3 955
12 0
4 5 0 00 18 0
1 9 00
Add up the two 45000 8 000
subtotals. + 2 4 10 0 + 60 000

6 9 10 0 6 9 10 0

41 045 + 89 + 3 955 + 24 011 = 69 100

2.1 (i) TEACHER’S Use the 10addends for suitable numbers to calculate faster.
NOTES Use simpler number analogy to enhance pupils’ understanding.

19

6 Interesting places in Sabah Number of tourists

Pulau Sipadan 3 500

Gunung Kinabalu ?

Kolam Air Panas Poring 8 2 11

Pasar Kraf Tangan Kota 20 0 15
Kinabalu

Jumlah 38 219

Calculate the number of tourists in Gunung Kinabalu.

3 500 + + 8 211 + 20 015 = 38 219

1 1 1

2 0 0 15 31 726
8 2 11 +6 493

+ 3500 38 2 19

3 172 6

3 500 + 6 493 + 8 211 + 20 015 = 38 219

The number of tourists in Gunung Kinabalu is 6 493 people.

Use the numbers 4 830 up to 4 836. Fill in the so that
every row has the same total.

20 2.1(i) TEACHER’S Encourage pupils to surf the Internet to know about the number of tourists visiting
NOTES places of interests in Malaysia.
Use number cards randomly or magic square to create addition number sentences
and solve them.

Materials

Cards, pen.

Steps +

1 Choose a leader.
2 Leader says the numbers 0 to 9

randomly 14times. Numbers can be repeated.
3 Each player writes the numbers in the blank square cards.

The numbers written cannot be erased.

4 Each player adds up their numbers respectively.
5 The largest answer is given 2 marks.
6 Repeat five times the steps 2 to 5.
7 Player with the highest score is the winner.

1 Add.
a 40 217+ 3 521 =
b 34 608 + 735 + 11329=
c = 71026 + 451 + 16290 + 9 132
d + 638 + 2 147= 41211
e 6 291 + 24 310 + 8 654 + = 90 000

2 State the number 1000 more than 56 821.

3 Find the total of 27 048, 19, 5 084 and 3 617.

4

14 650 P 14 950 15 100 Q R

Find the total value of P, Qand Rbased on the number line above.

2.1 (i) TEACHER’S 21
NOTES

Pulau Kudat Pulau Langkayan

Layang-Layang

Solve the problems Pulau Tanjung Aru

Tiga Gunung Taman Laut
Kinabalu
1 The number of tourists in Sabah (Jan – May 2012) Pulau Penyu
Orang Utan
Kota Kinabalu Sepilok

Countries Number of tourists SA BA H Gua Gomantong

Singapore 10 127 Batu Punggul Taman Gua Madai
Japan 8 839 Bukit

Tawau

China 71 152 Tawau

Source: MASB,Sabah/Immigration Department, Sabah/AirAsia Pulau Sipadan
Pulau Mabul

The table above shows the number of tourists visiting Sabah from 3
countries. What is the total number of tourists?

Given The number of tourists from Singapore is 10127,
Find Japan 8 839 and China 71152.

The total number of tourists.

Operation Addition.

Solve 10 127 + 8 839 + 71 152 =
Check
1111

71 152

10 127

+ 8 839

90 118 Check the answer
by estimating to the

10 127 10 000 nearest thousand.

8 839 9 000

71 188 71 000

10000 + 9 000 + 71000 = 90000

90 118is close to 90 000. The

answer is reasonable.

10 127+ 8 839 + 71152 = 90 118
The total number of tourists is 90 118.

Calculate the total number of tourists from Singapore and China.

22 2.2 (i) TEACHER’S Solve problems by drawing diagram or trying a simpler case. Use various
NOTES strategies in calculation.

http://interactive.onlinemathlearning.com/chain addition.php?action=generate&
numDigits=5&numaddends=3&numProblems=

2 The number of beads in three containers is 29 420. The blue
container contains 10 285 beads. The number of beads in the
yellow container is 300 more than those in the blue container.
What is the number of beads in the green container?

Construct a table. 10385, 10485, 10 585.

Container Number of Beads Calculate the number
10 285 of beads in the yellow
container first. The
300 more than yellow container
blue container contains 10 585 beads.

?

Total 29 420 Is there a
different way
10 285 + 10 585 + = 29 420 to check the
answer?
121 Check
13
10 2 8 5 11
105 8 5 8 3 12
+ 85 50 10 2 8 5
+ 10 5 8 5 29420
2 94 20 –2 0 8 7 0
20 8 70
8550

10 285 + 10585 + 8 550 = 29 420

The number of beads in the green container is 8 550.

The total number of beads in the yellow and green
containers is calculated this way. Is it correct? Explain.

1

10 5 8 5
+ 85 50

96 0 85

TEACHER’S Use the simplifying method to solve more complex problems.
NOTES
2.2 (i) 23

Solve.

1 In conjunction with the “Green Earth” campaign, 17020 trees are
planted in Petaling Jaya and 8 960 inShah Alam.
What is the total number of treesplanted?

2 Post office Seri Setia Seri Aman
42 317 3 682 more than Seri Setia
Number of cards

Calculate the number of cards received by the two post offices.

3 Fruit Juice Sale a. Calculate the sale of juice in:
Joha Supermarket i January ii February iii March

Juice Number of cartons b. Find the total sale of:
i orange juice ii apple juice
January February March in 3 months.

Orange 10 527 8 745 13 631

Apple 9 368 12 689 7 239

4 The number of visitors to Computer Gadgets Carnival

Day First Second Third Fourth
Number of visitors 25 708 41 320 16 420 15 612

a. Calculate the number of visitors from the first to the third day.

b. Which two days total up to the same number of visitors as on the
second day?

5 The total order for the three items below is 80 980 units. Calculate the
order for Malaysia badges.

? 39 480 27 852

24 2.2 (i) TEACHER’S
NOTES

Unknown in addition The certain number
of pages that you
1 Yesterday, I read 9 read today is called
unknown.
pages of this storybook.
Today, I read a certain
number of pages. I
have read 20 pages
altogether.

Unknown means
aquantity that is

not known.

INFORMATION Can I write this
way?
9 add up to a certain number of pages is 20
9 plus how many is 20 9 + ✩= 20
9 + = 20
unknown

2
The number of cup cakes in the opened
box is not known.
The number of cup cakes in the closed
box is 70 pieces.
The total number of cup cakes is 150
pieces.

70 pieces The quantity of cup cakes that is not
known is unknown.

Is the number sentence + 70 = 150 suitable? Explain.

TEACHER’S Carry out simulation activities to identify the unknowns.
NOTES
2.3 (i) 25
2.4 (i)

3 382 boys and girls tookpart
in the Malaysia aerobic exercise.

What are the unknowns for the The unknowns are the number
sentence above? Write the number of boys and the number of girls.
sentence.

B+ G= 382

Identify the unknowns and write the number sentences.

a. A generous man donated a number of storybooks and 510
magazines to a library. The total number of reading materials
donated is 1000 books.

b. A company printed 30 800 newspapers. 14530 of them are Bahasa
Malaysia newspapers and the rest are English newspapers.

c. 10000 terrapin eggs are collected. 1620 eggs are sent to Bota
Terrapin Breeding Centre and the rest are sent to other terrapin
breeding centres.

d. The Solar System consists of 8 planets. All the planets have moons
except for 2 planets, namely Mercury and Venus.

e. The total number of adult and child spectators who watched a charity
concert was 865.

2.3 (i) TEACHER’S Create worksheets using math.com.
2.4 (i) NOTES http://www.mathdrills.com/algebra.shtml

26

Materials Question card
Question card, MSExcel software.
a. 9 435 + 10712+ 28516
Steps b. 36 107+ 683 + 7 245
1 Execute MSExcel. c. 89 + 21904 + 30 037 + 8 006
d. 24 036 + 7 813 + 694 + 61048

2 Type the number 9 435 in A1cell, 10712in B1cell, 28 516 in C1cell.

3 a Enter the formula in D1.
Type the formula = A1+ B1+ C1
or

b Click the menu Sum.

4 Click Enter to get the total.

5 Repeat steps 2 to 4 for other questions.
6 Save the worksheet in Mathematics file.

TEACHER’S Customise activities according to pupils’ ability such as using a calculator.
NOTES
27

1 Add.

a 10314 + 7 253 = b 65 127+ 19095 =

c 27 681 + 2 103 + 936 = d 40 128 + 76 + 379 + 18127 =

e f5 342 + + 28 107= 90 146

50 018 + 9 634 + + 250 = 70000

2 0 1 6 3 8 Use the same number cards to create the largest
and the smallest numbers. Find the total.

3 a. Find the total value of the underlined digits.

62 475 b. What value must be added to 62 475 to get a total

value of 84 900?

4 21 060 P Q
20 960

Find the valuesof Pand Q. Then calculate the total of the four numbers.

5 Solve.
a. Roti Enak Company sold 4 570 kaya buns, 12914 cheese buns
and 8 695 red bean buns in a month. Calculate the total
number of buns sold.

b. Below is the number of visitors at an international book fair.

Day First Second Third Fourth

Number of visitors 21 382 20 407 27 639

i. Calculate the number of visitors on the first andsecond days.
ii. How many visitors should be there on the fourth day to reach

the target of 1hundred thousand visitors?

6 Identify the unknowns and write the number sentences.
a. Pak Din sells 40 chocolate ice creams and some durian
ice-creams. The total number of ice creams sold is 260.

b. The total number of chickens and ducks reared by a farmer is 1
280.

TEACHER’S
NOTES

28

3 School
SUBTRACTION

Subtraction INFORM ATION
TECHNOLOGY
1 CARNIVAL
2014

Total: 12654 units Total: 24 396 units
Sold: 2 664 units
tens ones
a How many black tablets left?
15
12 654 – 2 664 =
54
ten thousands hundreds 64
thousands 90

11 15
0 15
1 26

– 26
99

12 654 – 2 664 = 9 990
The number of black tablets left is 9 990 units.

b What is the difference between the number of black tablets that is
left and the number of white tablets?

24 396 – 9 990 =

113 13

24 396
– 9 990

14 4 0 6

24 396 – 9 990 = 14 406

The difference between the number of black tablets that is left
and the number of white tablets is 14 406 units.

3.1 (i) TEACHER’S Relate various examples of daily situations in business involving subtraction. 29
NOTES Subtract using coloured chips that represent the values of ten thousands,
thousands, hundreds, tens and ones.

Materials 701 59 18 7
62
023 64

MSWord, 4 sets of digit groups.

Steps 36 1 Create empty boxes
083 using MSWord.

1 Create empty boxes using MSWord.

2 Fill in numbers from one digit group –
given in the empty boxes to find the
largest difference as in the example.

3 Add up all the digits of the answer.

4 Repeat steps 1to 3 for the other 70 1
digit groups. What do you get? Example: 6 2

5 Discuss your findings with friends. 2 7 6 2 10
–1 0 2 6 7
6 Saveyour findings in Mathematicsfile. 6 5 9 43

3 6 + 5 + 9 + 4 + 3 = 27

1 Subtract. b 54 231 – 6 918 =
a 72 684 – 1506 = d 90 810 – 10 923 =
c 85 734 – 5 744 =

2 Solve.
a. Find the difference between 61245 and 85 609.
b. Reduce 34 567 from 92 154.
c. What must be reduced from 89 462 so that the
remainder becomes 62 000?

30 3.1(i) TEACHER’S In pairs carry out Mathematics quiz using MSPowerPoint, to find differences.
NOTES Encourage pupils to create different digit groups to explore the pattern.

Subtract consecutively

1 Sale of mobile phones at
Pintar Company

Initial amount 27 436

January Sale 10 365
February Sale 3 002

How many mobile phones left?

27 436 – 10 365 – 3 002 =

Method 1 12
3 2 16
10 3 6 5
+ 3 002 27 436
– 13 3 6 7
13 3 6 7
14 0 6 9

Method 2 17 071 – 3 002 =
3 000 2
3 13

27 436
– 10 3 65

17 0 7 1

17 07 1 14 069 14 070 14071
– 3 000 –1 –1

14 0 7 1

27 436 – 10 365 – 3 002 = 14 069
The mobile phones that are not yet sold is 14 069 units.

27 436 – 10 3 6 5 Try to solve. Is the answer
– 3 0 02 the same?

3.2 (i) TEACHER’S Encourage pupils to subtract numbers without regrouping before subtracting 31
NOTES using suitable strategies.

http://interactive.onlinemathlearning.com/subtraction.php?addition=generate&
numDigits0=1&numDigits1=5&numProblem=

2 47 504 – 12 996 – 31 500 =

47 504 16004 – 12996=
– 31 500 +4 +4

16 004 16008 – 13000 = 3 008

47 054 – 12 996 – 31 500 = 3 008

3 84 125 – 12 950 – 29 760 = Estimate the
answer.
Round off the numbers to the
nearest thousand. 7 1 000
– 30 000
84 125 84 000 84 000
12 950 13 000 – 13 0 0 0 4 1 000
29 760 30 000
7 1 000

Calculate the 10 10
actual answer. 3 0 12 6 0 11

8 4 12 5 7 1 17 5
– 12 9 5 0 –29 760

7 1 17 5 4 14 15

41 415 is close to 41 000. The
answer is reasonable.

84 125 – 12 950 – 29 760 = 41 415

32 3.2 (i) TEACHER’S Carry out simulation activities involving consecutive subtraction using
NOTES smaller numbers.

4 – 53 712 – 8 435 = 27 904 10 – 5 – 3 = 2
10 = 2 + 3 + 5
11 11 1

27 904 36 3 39
+ 8 435 + 5 3 7 12

36 339 90 051

90 051 – 53 712 – 8 435 = 27 904

Can 8 435 be subtracted from 53 712 first,
then added to 27 904? Discuss.

1 Subtract.

a 65 437 – 13025 – 2 302 = b 94 630 – 46 109– 9 315=

c 59 000 – 928 – 8 457= d 86 123– 609 – = 2074

e 72 251 – – 24 039 = 15846 f = 90 010– 43 617– 8255

2
P 30 600 31 100 Q

Based on the number line, find the value of 80 000 – P– Q.

3 Subtract 52 147from one hundred thousand, then find the difference
between 37 609 and the answer from the subtraction.

4 What is the difference between the calculation below and the
actual answer?
82 317– 4 105 – 290 =

8 2 3 17 8 2 2 12
– 4 10 5 – 290

8 2 2 12 82 082

TEACHER’S http://www.adaptedmind.com/v.php?tagld=374
NOTES
3.2 (i) 33

Solve the problems

1 A factory produced 13 580 baulu.
2 250 baulu were donated to old folks
homes during festive season.
How many baulu left?

Given There are 13580 baulu.
Find Donated 2 250 baulu.
Number of baulu left.

Operation Subtract.

Solve 13580 – 2 250 =

13 580 ten thousands hundreds tens ones

– 2 250 thousands

11330

Check Estimate the answer to the nearest hundred.

13 580 13 600

2 250 2 300

13600 – 2 300 = 11300

11 330 is close to11 300. The
answer is reasonable.

13580 – 2 250 = 11330
The number of baulu left is 11330.

34 3.3 (i) TEACHER’S Is there other ways to checkthe
NOTES answer? Explain.

Solve problems using suitable methods such as simulation activities and diagrams.
Answer questions on question cards or quiz.
http://www.adaptedmind.com/v.php?tagld=374

2 The total number of Level 1and Level 2 participants for Nilam
Programme is 1 800. The number of Level 1pupils is 200 less than
Level 2 pupils. What is the number of Level 1pupils?
Which of the following is the correct option of answer?

Option Level 1 Level 2 Gather Informations
A. 1000 800
B. 800 Total number of Level 1and
C. 900 1000 Level 2 pupils:
700 1800

The number of Level 1pupils:
200 less than Level 2 pupils

Calculate the number of Level 1
pupils based on the answer options.

I use the trial and error method.

1 The total number of Level 1and Level 2 pupils must be 1
800. Discard C.

2 Find the difference.
Option A: 1000 – 800 = 200
Level 1is 200 pupils more than Level 2.

Option B: 1000 – 800 = 200
Level 1is 200 pupils less than Level 2.

The number of Level 1pupils is 800.
The correct answer option is B.

Why didn’t you choose C?
Explain.

3.3 (i) TEACHER’S Create various questions that can be solved using other methods, such as working
NOTES backwards and mantic reasoning.

35

Solve.

a. A factory produced 45 190 pieces of compact discs. 32 040 pieces
have been distributed. Calculate the number of compact discs left.

b. The table below shows the number of people in three villages.

Name Desa Murni Desa Setia Desa Permai

Number of 20 920 50 127 27 469
people

i. Calculate the difference between the number of people in Desa
Setia and Desa Permai.

ii. How many more people are there in Desa Permai compared to
Desa Murni?

c. A publisher has printed 83 460 magazines in April. The
number of magazines printed in May decreased by 11235. What is the
number of magazines printed in May?

d. Calculate the number of fishling
that must be added into the pond so that the total becomes 10
thousand.

e 1265 fishlings

PQR
40 026

The number of button Qis 7 185 more than button R.The number of
button Pis 450 less than button R.Calculate the number of button P.

36 3.2 (i) TEACHER’S
NOTES

Unknown in subtraction Brother, please take a few
stamps. I still have 42 stamps.
1 Mother, I have

collected 50
stamps of various
countries.

Please give a few
stamps to your
brother.

What is the quantity that is not known?

A few stamps. So, the unknown is a
few stamps.

The number sentence is written as 50 –
= 42

Can you substitute with ?

2 A raft of ducks is swimming in a
bank. 7 of them waddle to the bank.
3.4 (i) 10ducks are still swimming in the
3.5 (i) pond.

A raft of ducks is the unknown.
The number sentence is – 7 = 10

TEACHER’S Provide more examples of unknowns in subtraction based on everyday life.
NOTES Pupils identify unknowns in given oral statements.

37

3 The difference between the number of

evaporated milk cans and condensed
milk cans is 192 cans.

♦ – ✥ = 192

✤ – 192 = ★

Which number sentence is correct? Discuss.

The scale shown below is balance.

AB
Write the number sentence involving unknown for the above diagram.

Identify the unknowns and write the number sentences.

a. There are several eggs in a tray. 4 eggs are broken.
There are 17good eggs.

b. There were 83 storybooks in the reading corner. Most of the books
have been borrowed. The number of books remains is12.

c. The flood victim relief centres A and Breceived a number of mineral
water bottles. The difference between the number of mineral water
bottles received is 350.

3.4 (i) TEACHER’S Guide pupils to identify unknowns in various everyday situations.
3.5 (i) NOTES Demonstrate subtraction of two numbers involving unknowns using flash cards
or simulation and get pupils to tell stories.
38

Materials Players

White laminated papers, 2 pupils as
marker pens, A4 papers, players and one
stopwatch and a duster. as a judge.

Steps
1 Each player takes a piece of white laminated paper.

2 Write a 4-digit or 5-digit number.

3 Turn the paper so that it faces the table.

4 When the judge says start, the players turn their
paper and find the difference between the numbers
in 30 seconds.

5 The judge checks the answer.

6 The player who answers correctly in 30 seconds
gets 5 marks. The player who answers correctly in
more than 30 seconds gets 2 marks.

7 Repeat steps 2 to 5 for five times.

8 The player with the highest mark is the winner.

TEACHER’S Improvise activities according to pupils’ ability.
NOTES
3.1 (i) 39

1 Calculate using standard written method.

a 10450 – 320 = b 90 563 – 23 104 =

c 72 618 – 9 419 = d 93 100 – 27 631 – 839 =

e 56 207 – 578 – 21514 = f – 12483 = 48 730

g 15817= 46 058 – h 30 thousand = – 9 056

i 85 019 – – 13405 = 42 240 j – = 11046

2 a Subtract 61378 from 91 010.
b The difference between two numbers is 62 485. The smaller
number is 27 809. What is the larger number?

3 Solve.

a The table below shows the hobby of 20 813 pupils from a few

schools.

Hobby Surfing the Internet Reading books

Number of pupils 6 219

i Calculate the number of pupils who like to surf the Internet. ii
Find the difference in number of the two hobbies.

b The difference between the number

of beads in containers Pand Ris

P Q R 10beads more than the numberof

10 320 12610 beads in container Q. What is the

number of beads in container Q?

4 Identify unknowns and write the number sentences.
a. 750 story books are donated to children welfare centres. Some

are non-fiction books and 380 are fiction books.

b. Some coconuts are plucked. 13690 coconuts are distributed to
sundry shops. The remainder of the coconuts is 5 862.

c. 10000 pieces of fabrics are to be sold in a bazaar. A number of

fabrics were sold in a week and 400 pieces more are not yet sold.

TEACHER’S

NOTES
40

4 School
MULTIPLICATION

Simple multiplication

1

Maj u book shop

We will supply books to 3 shops.
Each shop will receive 2 120 books.

What is the number of books supplied?

Calculate by adding 3 × 2 120=

repeatedly and in

standard written method. + 2 120 + 2 120 + 2 120

0 2 120 4 240 6 360

2 12 0
×3

6 360

3 × 2 120 = 6 360
The number of books supplied is 6 360.

What is the number of books sent to 9 bookshops?

TEACHER’S Relate the usage of multiplication with examples in daily life.
NOTES
4.1 (i) 41

2 A supermarket placed an order of 2 485 sets
of stationaries every month. Calculate the order
of stationaries for 7 months.

7 x 2 485=

Method 1 Method 2 Calculate by
partitioning.
3 53 2 485 = 2 000 + 400 + 80 + 5

2 485 × 2 000 400 80 5
×7 7 14 000 2 800 560 35

17 3 9 5

14000 + 2 800 + 560 + 35 = 17395
7 x 2 485 = 17 395
The order of stationaries for 7 months is 17 395 sets.

3 2 139 × 10 = 4 156 × 100 =

2 13 9 156× 1hundred = 156hundreds
× 10 = 15600

21 390

2 139 × 10 = 21 390 156 × 100 = 15 600

5 84 × 1 000 = Complete and talk about the
multiplication pattern of these numbers.
84
× 10 0 0 84 × 10=
84 × = 8 400
8 4 0 00
× 1000 = 84 000
84 × 1 000 = 84 000

4.1(i), TEACHER’S Drill pupils to multiply a number by 10, 100 and 1000 using mental calculation.
(iii), (iv) NOTES Encourage pupils to multiply using the multiplication tables.

42 http://fivejs.com/math-strategies-multiplication-division-video-tutorial/