CONTEXT
No 1
2 3
4 5 6 7 8 9 10 11
12 13
TOPIC
PAGES
Whole Numbers
2
Basic operation
10
Mixed operation
18
Fractions
28
Decimal Numbers
55
Percentage
74
Mo Money
90
Time
110
Length
135
Mass
157
Volume of liquid
174
Shape 2D and shape 3D
188
Average
218
ANSWER
1
1.0 1.1
WHOLE NUMBERS Name the number up to 1 000 000
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
Value in word
Value in numeral
Two hundred thousands and two Eighty thousands thousands and twenty seven Sixty one thousands and seven Five hundred hundred sixty three and three hundreds Two hundred and four thousands and fifty Eighty thousands and five hundreds Seven hundred and two thousands sixteen Three hundred thousands and four hundreds five Forty seven thousands and eight hundreds and six Nineteen thousands and eighty nine Eight hundred three thousands and fifty Seventy five thousands and fifteen Sixty thousands and nine Five thousands and eighty one Twenty five thousands and three hundreds and two Three hundred and two thousands and eight hundred and three Forty thousands and two hundreds Fifty three thousands and forty four Six Six hun hundr dred ed and and six six thous thousan ands ds six six hundreds three Seven hundred thousands and two
2
1.0 1.1
WHOLE NUMBERS Name the number up to 1 000 000
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
Value in word
Value in numeral
Two hundred thousands and two Eighty thousands thousands and twenty seven Sixty one thousands and seven Five hundred hundred sixty three and three hundreds Two hundred and four thousands and fifty Eighty thousands and five hundreds Seven hundred and two thousands sixteen Three hundred thousands and four hundreds five Forty seven thousands and eight hundreds and six Nineteen thousands and eighty nine Eight hundred three thousands and fifty Seventy five thousands and fifteen Sixty thousands and nine Five thousands and eighty one Twenty five thousands and three hundreds and two Three hundred and two thousands and eight hundred and three Forty thousands and two hundreds Fifty three thousands and forty four Six Six hun hundr dred ed and and six six thous thousan ands ds six six hundreds three Seven hundred thousands and two
2
1 .2
Write in words .
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
Value
Value in word
12 063 4 006 3 098 603 906 193 063 700 543 90 652 76 530 72 055 22 002 203 303 40 404 55 099 209 876 107 653 70 876 511 011 76 002 753 000 76 307
3
1.3
Find Find the the big bigge gest st valu value e and and the the small smalles estt valu value e for for 4 digi digitt numbe number. r.
No
Question
1
3, 4,0,6
2
1 , 2, 1, 3
3
0 , 2 ,4, 0
4
3 ,1, 6, 7,
5
0, 0 , 1 ,4
6
3 ,5, 2, 9
7
2 ,2 ,3, 1
8
2 ,6, 6, 7
9
6, 2, 5, 7
10
1, 3, 5 ,2
11
5 , 3 ,2 ,1 ,7
12
0 , 3 ,0 , 1 ,0
13
1 , 2 , 3, 1 ,2
14
2 ,4 ,6 ,0 , 4
15
9 , 9 , 2 ,0 , 8
16
3,9,8,0,1
17
1 ,1 , 1, 1, 2
18
3 , 3 ,4, 4, 3
19
6 ,6 ,3 ,3 , 4
20
7 , 3 ,6 ,4 ,6
Biggest value
4
Smallest value
Stat State e th the pla place ce and and dig digiit val valu ue of of bold numbers bold numbers given
1.4 1.4
No
Question
1
23 567
2
34 578
3
20 09 098
4
129 008
5
234 872
6
109 109 455
7
3 409
8
2 308 308
9
3 456
10
23 478
1.5 1.5
Place value
Digit value
Find Find the the pla place ce and and digi digitt valu value e for for nume numera rall ‘4’ ‘4’
No
Question
1
23 450
2
45 789
3
3 409
4
3 004
5
230 643
6
498 123
7
245 093
8
765 097
9
985 376
Place value
5
Digit value
1.6
Comparision between two number : Thick ( √ ) for suitable statement.
No
is bigger than
Is smaller than
1
23 451
32 451
2
45 389
45 839
3
6 409
6 049
4
9 004
9 400
5
5 974
5 794
6
8 496
9 846
7
12 945
14 295
8
11 395
13 195
9
98 647
89 764
10
55 542
42 555
11
65 274
56 472
12
83 003
38 300
13
43 875
48 375
14
245 093
254 930
15
498 123
412 983
16
123 874
321 478
17
276 311
267 113
18
345 083
354 380
19
235 942
253 249
20
230 643
302 346
6
1.7
Comparison between several number.
No 1
2
3
4
5
No
Arrange the number in Ascending order 12 063 , 21 630 , 16 320 , 61 023 , 32 160 , 10 623
3 098 , 3089 , 3 890 , 3 908 , 3 809 , 3 980
193 064 , 139 046 , 193 640 , 104 936 , 140 693
90 652 , 90 256 , 95 062 , 92 560 , 95 620 , 96 025
72 058 , 72 850 , 78 250 , 78 052 , 75 820 , 70 852
Arrange the number in descending order
1
4 573 , 4 537 , 4 357 , 4 375 , 4 753 , 4 735
2
12 067 , 16 027 , 17 260 , 10 276 , 12 760 , 17 602
3
30 492 , 39 024 , 39 420 , 34 920 , 32 490 , 34 029
4
173 450 , 153 470 , 137 045 , 135 740 , 134 750 , 104 753
5
304 806 , 300 486 , 300 684 , 308 406 , 306 840 , 380 046
7
1.8
Round off the number to the nearest tens, hundreds and thousands
No
Question
1
23 451
2
45 389
3
6 409
4
9 004
5
230 643
6
498 123
7
245 093
8
235 942
9
5 974
10
12 945
11
11 395
12
5 496
13
43 875
14
98 647
15
65 274
16
123 874
17
276 311
18
345 083
19
83 003
20
55 542
Tens
hundreds
8
Thousands
1.9
Round off the number to the nearest thousand ,ten thousands and hundred thousands
No
Question
1
273 451
2
405 389
3
236 409
4
924 004
5
250 643
6
438 123
7
295 093
8
225 942
9
115 974
10
132 945
11
191 395
12
375 496
13
403 875
14
918 647
15
625 274
16
124 874
17
272 311
18
347 083
19
183 003
20
505 542
Thousand
Ten thousands
9
Hundred thousands
2.0 2.1
BASIC OPERATION ADDITION : Solve in vertical form.
1.
2345 + 637 =
2.
4.
87654 + 2729 =
5.
8.
7.
568 + 12 386=
7654 + 238 =
3.
78 + 23 456 =
765 + 23 718 =
6.
15 965 + 6028 =
76123 + 9282 =
9.
8765 + 12243 =
10
10. 765 + 65 434 =
2.2
11. 8 764 + 87 654 =
12.
87 649 + 3 987 =
SUBTRACTION : Solve in vertical form.
1.
2345 ― 637 =
2.
7654 ― 238 =
3.
7823 ― 456 =
4.
87654 ― 2729 =
5.
76523 ― 718 =
6.
15 965 ― 6028 =
7.
56812 ― 386=
8.
9.
87657 ― 12243 =
76123
― 9282 =
11
10.
2.3 1.
48 103 ―9181 =
11. 36943 =
― 19 888
12. 70103
― 7 474 =
MULTIPLICATION : Solve in vertical form / lattice 2345
×
7 =
2.
7054
×
8 =
12
3.
7823
×
6=
4.
7.
2.4 1.
8054
×
9=
568 × 12 =
5.
765
8.
612
×
23 =
6.
509 × 60 =
42 =
9.
1705
×
×
24 =
DIVISION : Solve using long division 2345
÷
7 =
2.
7656
÷
13
8 =
3.
7836
÷
6=
4.
7.
2.5
87651 ÷ 9 =
5664
÷
32 =
5.
7656
÷
11 =
6.
714
8.
76120
÷
22 =
9.
8733 ÷ 41 =
PROBLEM SOLVING : TERMS OF MATHEMATIC
14
÷
21 =
1.
Question The number of boy are 3560 . The number of girl are 389 more than the number of boy. Calculate the number of girl.
2. Diagram below shows the number of two animal in P farm.
Goats Cows
: 291 : 12 986
Calculate the number of animal altogether.
3. Diagram below shows the number of pupils in SMY.
SMY
Boys Girls
: 1 654 : 1 953
Find the total of pupils in SMY
4. Table below shows the number of stamps collected by two pupils
Pupils Fahmi Razak
The number of stamps 2 874 916
Calculate the total of stamps had been collected both of them.
15
Answer
5.
6.
Question There are 1350 pupils in a school . The number of boys is 799 . Calculate the number of girls in that school.
Table below shows the number of animals in the two zoos. Zoo KL Melaka
The number of animal 3 568 1 287
Calculate the difference number of animal between the two zoos.
7.
Diagram below shows the number of Azi’s stamps.
4 876
Milah’s stamps is 237 less than Azi’s stamps. Calculate the Milah’s stamps.
8.
Diagram below shows the number of Dali’s marbles.
1365 marbles He gives 557 marbles to Yem. How many Dali’s marbles left ?
16
Answer
9.
10.
Question A box contains 360 marbles . How many marbles in 8 boxes?
The diagram below shows the number of oranges in a box.
63 oranges Calculate the number of oranges in same 12 boxes.
11.
The diagram below shows the number of chocolates in a sacks.
36 chocolates
Calculate the chocolates in the same 9 sacks.
17
Answer
12.
13.
14.
There are 24 cans of drink in a box. Calculate the cans in the same 12 boxes.
Question 352 pupils equally placed in the 8 classes. Calculate the number of pupils in each class.
1152 participant had been divided equally in 9 camps. Calculate number of participants in each camp.
18
Answer
15.
14064 mangosteens equally placed in the 24 boxes.. How many mangosteens in each box?
16.
576 goats divide equally to Lee, Lam, Lian and Pian. How many goats each one received ?
3.0
MIXED OPERATION
3.1
Operational + , - : Solve in vertical form.
1.
2345 + 637 - 2740 =
2.
19
7654 + 238 - 6090 =
3
5.
3.2 1.
87654 + 2729 - 79 570 =
568 + 12 386 - 7450 =
Operational
- +
4.
765 + 23 718 - 18 654 =
6.
76123 + 9 282 - 45 876 =
:Solve in vertical form.
2345 ― 637 + 3876 =
2.
20
7654 ― 238 + 976 =
3.
87654 ― 2729 + 23 508 =
4.
5.
56812 ― 386 + 234 =
6.
3.3
Operational x ÷ :
21
76523 ― 718 + 4 590=
76123
― 9282 + 78 =
1.
75
×
4.
81
5.
777
×
364
315
÷
11
÷
÷
×
7 =
2.
87
×
9 =
5.
432
÷
12 =
6.
765
22
264
6
÷
×
15
÷
8 =
23 =
×
42 =
3.4 1.
3.
5.
Operational + 765 +
845
777
345
+
74
+
×
: Solve in vertical form. 2.
987 +
9=
4.
234
+
75
68 × 12 =
6.
765
+
61
×
×
7 =
23
54
×
8 =
×
×
23 =
42 =
3.5
Operational
-
1.
5400
4.
8054 ― 854
―
×
345
×
×
: Solve in vertical form. 7 =
9=
24
2.
9081 ―
754
5.
5022
765
―
×
×
8 =
3=
7.
3.6 1.
3.
5600 ―
58 × 12 =
Operational + 765
945
+
+
2345
÷ : ÷
8.
8766
― 72
×
32 =
Solve in vertical form.
7 =
87651 ÷ 9 =
25
2.
987
+ 7656
4.
2300 + 7656
÷
÷
8 =
11 =
5.
3.7 1.
2543
+ 5664
Operational 1200 ― 2345
÷
÷
÷
32 =
6.
763
+ 76120
÷
22 =
:Solve in vertival form. 7 =
2.
26
1300
― 7656
÷
8 =
3.
360 ― 765 ÷ 9 =
5.
16530
3.7 1.
Bracket
― 5664
÷
32 =
4.
3411
― 7656
6.
45 200
― 76120
2.
(1300 + 7656 )
÷
11 =
÷
22 =
:Solve in vertival form.
(12000 ― 2347 )
÷
7 =
27
×
8 =
3.
5.
3.9
( 3060 ― 765)
÷
(10 ― 1 ) =
(1656 ÷ 4 ) ― ( 567
÷
4.
3)=
(341 × 7) + ( 656 × 8 ) =
6. ( 45 212 + 16102 ) ÷ 22 =
Problem solving
28
1.
Question There are 3560 male participants. The number of female participants are 389 more than male participants. Calculate the number of participants in the events.
2.
Amin has 3450 stamps. Ben has 750 stamps less than Amin’s stamps. Calculate the stamps does they have altogether.
3.
The diagram shows the number of pupils in SKM school.
SKM
Boys : 345 Girls : 360
Pupils of SKP school is 2 times the number of pupils of SKM school. Calculate the number of pupils in SKP school.
4.
Faiz buys 3 packets of chocolates. Every packet consists 80 chocolates. He gives 34 chocolates to his brother.. How many chocholates Faiz has left?
29
Answer
5.
6.
Question There are 799 boys in a school. The number of girls is 80 less than boys . Calculate the total number of pupils in that school.
The diagram below shows the number of animal in a farm. 234 cow s
7 634 goat s
The number of buffaloes 800 less than cows and goats. Calculate the numbers of buffaloes.
7.
The diagram below shows Azi’s stamps.
1387 stamps Milah’s stamps 237 less than Azi’s stamps. Calculate their stamps.
8.
The diagram below shows the number of Dali’s marbles. 1190 marbles
He gives 257 marbles to Tim and 89 marbles to Zam.
30
Answer
How many Dali’s marbles left?
4.0 4.1
FRACTION Name of the fraction in numeral.
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17
Value in word
Value in numeral
Two over three Eight over nine one over seven Five over six Two over five Four over five two over seven Three over four seven over eight Nine over ten Eight over nine Seven over eight Six over seven Five over eight Two over three Three over eight Four over seven
31
18 19. 20
4.2
Three over four Six over ten Seven over nine
Write in word of the fraction
No
Fraction
Fraction in word
1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17
32
18 19. 20
4.3
State the fraction of the whole diagram is shaded (1Mark)
1.
2.
3.
4.
5.
6.
7.
33
8.
9.
10.
11.12.
Write 2 equivalent fraction
4.4
No
Fraction
2 Equivalent Fraction
1
2 3 4 5 6 7 8 9 10 11 12 13 14
34
15 16 17 18 19. 20
4.5
Simplest the fraction ;
No
Fraction
Simplest
No
1 21 2
22
3
23
4
24
5
25
6
26
7
27
8
28
9
29
10
30
11
31
12
32
13
33
14
34
35
Fraction
Simplest
35 15 36 16 17
37
18
38
19
39
20
40
4.6
State the fraction of the whole diagram is shaded (2M)
1.
2.
3.
4.
5.
6.
36
7.
8.
9.
10.
11.12
4.7
Name of the mixed number
No 1
2 3 4 5 6 7 8
Value in word
Value in numeral
One two over three Three eight over nine Two one over seven Four five over six Three two over five One four over five Two two over seven Three three over four
37
9 10 11 12 13 14 15 16 17 18 19. 20
4.8
Four seven over eight Five nine over ten Six eight over nine Seven seven over eight Eight six over seven Nine five over eight One two over three Four three over eight Two four over seven Three three over four Four six over ten Five seven over nine
Write in word of the mixed numbers
No 1
2 3 4 5 6 7
Mixed number
Mixed number in word
1 2 3 4 5 6 7 8
38
8 9 10 11 12 13 14 15 16 17 18 19. 20
4.9 1.
9 1 2 3 4 5 6 7 8 9 1 4
State the mixed number of the whole diagram is shaded (1M) 2.
3.
39
4.
5.
6.
7.
8.
9.
4.10 1.
State the mixed number of the whole diagram is shaded (2M) 2.
3.
40
4.
5.
6.
7.
8.
9.
4.11
Convert the improper fraction into mixed number (1M)
41
No
Improper fraction
Mixed number
No
1
22 23
3
24
4
25
5
26
6
27
7
28
8
29
9
30
10
31
11
32
12
33
13
34
14
35
15
36
16 17
37
18
38
19.
39
20
No
Mixed number
21
2
4.12
Improper fraction
40
Convert the improper fraction into mixed number (2M) Improper
Mixed
No
42
Improper
Mixed
fraction 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
4.13
number
fraction 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40
Convert the mixed number into improper fraction
43
number
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
4.14
Mixed number
Improper fraction
No
Mixed number
1
21
3
2
22
4
3
23
5
4
24
6
5
25
7
6
26
8
7
27
9
8
28
1
9
29
2
1
30
3
2
31
4
3
32
5
4
33
6
5
34
7
6
35
8
7
36
9
8
37
1
9
38
2
1
39
3
2
40
4
Number line : Find the missing number
44
Improper fraction
No
1
2
Question
0
3
4
1
2
3
1
1
2
1
0
1
1
0
1
1
5
2
3
0
1
2
1
4
0
1
0
1
5
6
0
1
7
8
9
4.15
2
2
3
3
2
2
3
3
2
4
3
Comparison the two fraction
45
Thick ( √
No
) for suitable statement.
Is bigger than
Is smaller than
1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
4.16
2
2
3
3
4
4
5
5
4
4
3
3
2
2
1
1
2
2
3
3
Comparison between several fraction.
46
No
Arrange the number in Ascending order
1
2
3
,
2
,
,
,
1
1
,
,
3
3 ,
4
4.17
, 1
,
4 ,
2
,
4
,
5
, 5
Arrange the number in descending order
2
5
2 ,
,
,
4 ,
,
,
No 1
,
2 , 2
,
4
5
,
1
1
,
3 ,
,
,
,
,
5
,
3
,
5
1
,
,
3
,
,
4
,
,
1
5 ,
,
5
, 5
Addition of fraction : Same denominator
47
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
4.18
Question
Answer
No
Question
+
21
+
+
22
+
+
23
+
+
24
+
+
25
+
+
26
+
+
27
+
+
28
+
+
29
+
+
30
+
+
31
+
+
32
+
+
33
+
+
34
+
+
35
+
+
36
+
+
37
+
+
38
+
+
39
+
+
40
+
Addition of fraction : Different denominator
48
Answer
No 1
Question
Answer
No
Question
+
21
+
+
22
+
+
23
+
+
24
+
+
25
+
+
26
+
+
27
+
+
28
+
+
29
+
+
30
+
+
31
+
+
32
+
+
33
+
+
34
+
+
35
+
+
36
+
16 17
+
37
+
18
+
38
+
19.
+
39
+
20
+
40
+
2 3 4 5 6 7 8 9 10 11 12 13 14 15
4.19
Addition fraction and mixed number : same denominator
49
Answer
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
4.20
Question
Answer
1 + 2 + 2 + 1 + 3 + 1 + 4 + 1
+
1
+
4 + 3 + 2 + 3 + 1 + 4 + 3 + 2 + 1 + 4 + 3 +
Subtraction of fraction : Same denominator
50
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
4.21
Question
Answer
No
Question
–
21
–
–
22
–
–
23
–
–
24
–
–
25
–
–
26
–
–
27
–
–
28
–
–
29
–
–
30
–
–
31
–
–
32
–
–
33
–
–
34
–
–
35
–
–
36
–
–
37
–
–
38
–
–
39
–
–
40
–
Subtraction of fraction : different denominator
51
Answer
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
4.22
Question
Answer
No
Question
–
21
–
–
22
–
–
23
–
–
24
–
–
25
–
–
26
–
–
27
–
–
28
–
–
29
–
–
30
–
–
31
–
–
32
–
–
33
–
–
34
–
–
35
–
–
36
–
–
37
–
38
–
39
–
40
Answer
– – – –
Subtraction within mixed number and fraction : same denominator.
52
No 1
2 3 4 5 6 7 8 9 10 11 12
Question 2 – 4 – 3 – 4 – 5 – 4 – 3 – 2 – 1
–
2 – 3 – 4 –
13
5 –
14
4 –
15 16
17 18 19
Answer
1
–
2 – 3 – 4 – 5 –
20 4 –
53
4.23
Multiplication fraction with a whole number.
No 1
2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19. 20
Question ×
9
×
12
×
20
×
30
×
28
×
21
×
18
×
16
×
18
×
27
×
21
×
24
×
24
×
10
×
15
×
20
×
30
×
27
×
24
×
35
Answer
54
Remain/ The rest
No
Question
21
×
45
22
×
14
23
×
15
24
×
42
25
×
42
26
×
27
27
×
28
28
×
28
29
×
24
30
×
24
31
×
24
32
×
24
33
×
33
34
×
Answer
Remain/ the rest
30
35
×
32
36
×
40
37
×
32
38
×
36
39
×
30
40
×
48
55
4.24
1.
Multiplication fraction with a whole number ( more than 100)
×
4812 =
4.
×
7.
×
3600 =
4851 =
2.
×
5.
×
8.
×
648 =
3144 =
1344 =
56
3.
6.
9.
×
×
×
4816 =
2359 =
1040 =
4.25 4.25
Prob Proble lem m solv solvin ing g : dire direct ct ques questio tions ns
1.
of 45 boys wear a green hats. How many boys are there wearing a green hats?
2.
of 49 cars are wira. How many the wira car?
3.
of 40 pupils in the class are boys.. How many boys are there in the class ?
4.
of 48 pupils go to school by bus. How many pupils go to school by bus?
5.
of 32 pupils fail the examination. How many pupils fail ?
6.
of 45 chair are plastic chair. How many plastic chairs?
7.
of 27 cats are female. How many cats are female ?
8.
of 32 papers are green. How many green papers?
57
4.26 4.26
Prob Proble lem m solv solvin ing g : cont contra ra / anton antonym ymss (3M) (3M)
1.
of 30 boys wear spectacles . How many of boys do not wear spectacles.
2.
of 180 pupils are boys in the hall. How many girls are there in the hall ?
3.
of 420 vehicles are cars and the rest are lorries. How many lorries ?
4.
of 320 pupils walking to school and the rest using using vehicles. How many pupils using vehicles?
58
5.
of 360 marbles are green and the rest are red. How many red marbles ?
5.0
DECIMAL
5.1 5.1
Name ame the the decimal in numeral
No 1
2 3 4 5 6 7 8 9 10 11 12
6.
Value in word
of 320 pair of shoes are Y branded and the rest are X branded. How many X branded ?
Value in numeral
Two point three two Eight point seven Six point one seven Five point six three three Two point four five Eighty point five Seven point two sixt sixt two Three point four zero five Forty point zero zero eight Nineteen point zero eight nine Eight point three five Seventy point five zero five
59
13 14 15 16 17 18 19. 20
5.2
Sixty point zero nine Zero point eight one Twenty point three zero two Three point two eight three Forty point two zero one Fifty point three four four Six point six six six three Seven point zero two
Write the decimal in numeral.
No 1
2 3 4 5 6 7 8 9 10 11 12 13
Value
Value in word
12 .063 40.06 3.098 0.006 3. 073 7. 05 9.06 76. 503 72. 055 22. 002 33. 303 40. 404 55. 099
60
14 15 16 17 18 19. 20
5.3 5.3
No
20.76 10. 653 70. 876 11. 011 76.002 53. 001 76. 307
Plac Place e valu value e of deci decima mall /10 /10 , /100 /100 and and /100 /1000 0
Question
Answer
No
Question
1
21
2
2
22
2
3
23
2
4
24
3
5
25
3
6
26
3
7
27
4
8
28
4
9
29
4
10
30
5
11
31
5
12
32
5
13
33
6
61
Answer
14
34
6
15
35
6
16
36
7
17
37
7
18
38
7
19
39
8
20
40
8
State the place and digit value of bold numbers given
5.4 No
Question
1
23. 567
2
3.457
3
2.009
4
10.298
5
4.023
6
10.945
7
3.409
8
2.308
9
3.456
10
4.234
11
23. 656
12
3.145
13
21.092
14
17.121
Place value
62
Digit value
15
40.283
16
50.095
17
30.149
18
12.386
19
33.456
20
54.234
5.5
Comparision between two number Thick ( √ ) for suitable statement.
No
is bigger than
Is smaller than
1
23. 451
23.51
2
45. 389
45.398
3
64.09
64
4
90.4
94.
5
5 .9
5.93
6
8 .46
8.5
7
12.5
12. 49
8
11.395
11.35
9
98.647
98.76
10
55.542
55.58
11
65.24
65.239
12
83.003
83.3
13
48.85
48.875
63
14
245.093
245.903
15
498.13
498.31
16
123.8
123.799
17
276.31
276.309
18
345.08
345.8
19
235.94
235.934
20
230.643
230.64
5.6
Comparison between several decimal numbers.
No 1
2
3
4
5
No
Arrange the number in Ascending order 12.063 , 12.63 , 12.36 , 12.036 , 12.063
3.098
, 3.089 , 3.89 , 3.908 , 3.809 , 3.98
193.064 , 193.46 , 193.64 , 193.064 , 193.604
90.052 , 90.25 , 90. 52 , 90.502 , 90. 052 , 90.025
72.058 , 72 .85 , 72. 508 , 72. 085 , 72. 58 , 72.805
Arrange the number in descending order
1
4.573 , 4. 537 , 4. 357 , 4. 375 , 4 .753 , 4. 735
2
12. 067 , 12. 067 , 12. 607 , 12.76 , 12.67 , 12.706
64
3
30.492 , 30.429 , 30.294 , 30.249 , 30.942 , 30.924
4
173.45 , 173.405 , 173 .045 , 173. 54 , 173.504 , 173.054
5
304 .806 , 304. 86 , 304 .086 , 304. 68 , 304. 608 , 304.068
5.7
State the digit value to the tenth and hundredth.
No
Question
1
23. 567
2
3.457
3
2.009
4
10.298
5
4.023
6
10.945
7
3.409
8
2.308
9
3.456
10
4.234
11
23. 656
12
3.145
13
21.092
14
17.121
Tenth ( one decimal places )
65
Hundredth ( two decimal places )
5.8
15
40.283
16
50.095
17
30.149
18
12.386
19
33.456
20
54.234
Basic operation of decimal : +
1.
23.45 + 63.7
3
6.54 + 27.29
=
=
2.
76.54 + 23.8
4.
76.5 + 23 .7
66
=
=
5.
7.
5.9 1.
5.68 + 12.386 =
76.876 + 1.3
6.
=
76.123 + 8.2
=
8.
35.44 + 1.876 =
2.
76.54 + 23.8 + 9.7
Operation of decimal : + ( 23.45 + 63.7 + 1.987
=
67
=
3
6.54 + 27.29 + 20
5.
5.68 + 12.386 + 1.9
5.10
=
=
4.
76.5 + 15 + 23 .7
6.
76.123 + 8.2 + 0.06 =
Basic operation of decimal : ―
68
=
1.
23 ― 6.37
=
2.
76 ― 23.8
3
65 ― 21.293
=
4.
76
5.
15 ― 12.386 =
6.
23 ― 8.29
7.
33 ― 18.229
8.
40 ― 17.712
=
69
=
― 23 .73
=
=
=
5.11
Basic operation of decimal : ―
1.
23.4 ― 11.73
3
36.5
5.
25.68 ― 22.386 =
― 27.29
=
=
2.
76.54 ― 23.812
4.
76.5 ― 23 .78
=
6.
16.12 ― 8.245
=
70
=
7.
5.12 1.
36.7
― 8.295
=
8.
37.01 ― 8.219
=
2.
76.54 ― 23.812 ― 14
Operation of decimal : ― ( 23.4 ―
9
― 11.73
=
71
=
3
46.7
5.
25 ― 2.3 ― 11.734
5.13 1.
― 27 ― 11.73
=
=
4.
6.
76 ― 23 .78― 44.444
16.3 ― 8.245 ― 11.7
=
=
Combined Operation of decimal : - + 23.4 +
9
― 11.73
=
2.
72
76.54 ― 23.812 + 14
=
3
46.7
5.
25 + 2.3 ― 11.734
5.14
― 27 + 11.73
=
=
Basic operation of decimal :
4.
6.
×
73
76 + 23 .78― 44.444
16.3 ― 8.245 + 11.7
=
=
1.
23.45
3
1.054
5.
5.68
7.
6.023
×
9
×
×
7
=
=
12 =
×
31
2.
4.
6.
=
8.
74
6.54
8
×
6.503
6.023
6.023
×
×
×
=
7
31
31
=
=
=
5.15
Basic operation of decimal :
1.
0.45
3
0.054
5.
0.68
7.
0.006
7
×
×
×
×
9
=
=
13 =
23 =
×
2.
0.546
4.
0.503
6.
0.023
8.
0.875
75
8
×
×
6
=
=
×
41
=
×
74 =
5.16 No
Basic operation : × 10 , ×100 , ×1000
Question
1
23. 5
2
3.4
3
2.0
4
10.29
5
4.02
6
10.94
7
3.409
8
2.308
9
3.456
10
4.2
11
23. 6
12
3.14
13
21.09
14
17.12
15
40.28
16
50.093
17
30.149
18
12.386
19
33.4
20
54.2
× 10
× 100
76
× 1000
5.17
Basic operation of decimal :
1.
23.48
3
6.57
÷
5.
5.64
÷
÷
8
9
12 =
=
=
÷
2.
70.56
4.
76.5
6.
76.065
77
÷
÷
÷
7
=
6
=
33
=
5.18
Basic operation of decimal :
1.
0.504
3
0.585
6
÷
÷
9
÷
=
2.
0.56
=
4.
0.44
78
7
÷
÷
=
8
=
5.
0.6
5.19
÷
12 =
6.
0.264
÷
33
=
Basic operation : ÷ 10 , ÷100 , ÷1000
No
Question
1
23. 5
2
3.4
3
2.0
4
10.29
5
4.02
6
10.94
7
3.409
8
2.308
9
3.456
10
4.2
11
23. 6
÷ 10
÷100
79
÷ 1000
12
3.14
13
21.09
14
17.12
15
40.28
16
50.093
17
30.149
18
12.386
19
33.4
20
54.2
6.0
PERCENTAGE
6.1
Convert the percentage into decimal
No
Question
1
Answer
No
Question
2%
21
66%
2
7%
22
70%
3
8%
23
74%
4
12%
24
78%
5
15%
25
80%
6
19%
26
82%
7
22%
27
88%
8
28%
28
92%
9
29%
29
97%
80
Answer
10
30%
30
99%
11
35%
31
100%
12
37%
32
110%
13
41%
33
130%
14
44%
34
185%
15
47%
35
200%
16
50%
36
225%
17
55%
37
270%
18
59%
38
350%
19
61%
39
420%
20
63%
40
555%
6.2
Convert decimal into percentage
No
Question
1
Answer
No
Question
0.01
21
0.68
2
0.03
22
0.69
3
0.04
23
0.71
4
0.1
24
0.75
5
0.11
25
0.77
6
0.17
26
0.8
7
0.22
27
0.84
8
0.25
28
0.88
9
0.28
29
0.9
10
0.31
30
0.97
81
Answer
11
0.33
31
0.98
12
0.38
32
1.00
13
0.41
33
1.03
14
0.43
34
1.28
15
0.45
35
1.65
16
0.52
36
2.03
17
0.54
37
2.86
18
0.56
38
3.5
19
0.6
39
4.7
20
0.66
40
5.6
6.3
No
State the percentage ( Denominator have a pair of 100) Question
Answer
No
1
21
2
22
3
23
4
24
5
25
6
26
7
27
8
28
9
29
10
30
82
Question
Answer
11
31
12
32
13
33
14
34
15
35
16
36
17
37
18
38
19
39
20
40
6.4 No
State the percentage : Fraction must be simplest Question
Answer
No
1
21
2
22
3
23
4
24
5
25
6
26
7
27
8
28
9
29
10
30
83
Question
Answer
11
31
12
32
13
33
14
34
15
35
16
36
17
37
18
38
19
39
20
40
6.5
1.
Calculate the percentage of the whole diagram is shaded (Denominator 2,4,5,10) 2.
3.
84
4.
5.
6.
7.
8.
9.
6.6
1.
Calculate the percentage of the whole diagram is shaded (Denominator not 2,4,5,10)
2.
3.
85
4.
5.
6.
7.
8.
9.
6.7
No
State the percentage of the word is ‘E ’
Question
Answer
86
1
ABLE
2
EASE
3
GAUGE
4
EDGES
5
LEVEL
6
BELT
7
DECK
8
WHITEFLAME
9
INSPECTION
10
INTERESTED
11
BLUEKETTLE
12
WATERMELON
13
GREEN MOTOR CYCLE
14
WEDNESDAY
15
CANTILEVER
16
DRAPE
17
OVER
6.8
No
Find the percentage of whole number is number ‘3’.
Question
Answer
87
1
3 1 1 3
2
4 5 1 5
3
4 93 15
4
35781
5
81671
6
1 1 1 1 5
7
11451
8
2311333344
9
1121131141
10
111122223333444 4
11
234111222233
12
111311131113
13
222111111333777
14
111222333444555
15
3451
16
53331
17
4567256333
6.9
Problem Solving : Direct questions (2M)
Question
Answer
88
1.
How many percent 8 boys out of 40 pupils in a class.
2.
How many percent 16 cows out of 50 animals rare by Kannan ?
3.
How many percent 4 mangoes out of 20 fruit in the basket ?
4.
How many percent 6 story books out of 30 books in a shelf ?
5.
How many percent 12 green chalks out of 40 chalk in a box.?
6.10
Problem solving : (3M)
89
1.
2.
Question There are 8 Indians , 15 Chinese and 17 Malays in a class. How many percents Indian pupils in the class ?
The table below the point of three house sports. House sport Point
P 20
Q 24
R 36
How many percents for house sport P out of the total point of three house sports?
3.
The table below shows the number of animals in four stables. Stables P Q R S
The number of horses 12 24 10 14
How many percents of horses in stables P out of the stables altoghther.. 4.
The table below shows the bills. Bils Water Electric Total
costs RM90 RM120
How many percents for electric bill out of the both bills. ?
90
Answer
6.11
No
% of ______ ( The number of zero more than 2)
Question
1
3% of 600
2
4% of 3000
3
8 % of 700
4
9% of 2000
5
2% of 300
6
7% of 4000
7
10% of 30
8
20% of 40
9
40% of 60
10
50% of 70
11
60% of 80
12
70% of 90
13
80% of 20
Direct
91
Remain
14
90% of 10
15
45% of 1200
16
65% of 300
17
75% of 400
No
Question
18
10% of RM100
19
20% of RM200
20
40% of RM300
21
50% of RM400
22
60 % of RM530
23
70% of RM650
24
80% of RM7800
25
25% of RM400
26
35% of RM6000
27
45% of RM800
28
55% of RM9000
29
75% of RM500
30
85% of RM6000
31
95% of RM800
Direct
92
Remain
32
20% of RM40
33
30% of RM70
34
60% of RM20
% of the value ( The number of zero is 1 or none )
No
Question
1
3% of 60
2
4% of 30
3
8 % of 70
4
9% of 20
5
2% of 30
6
7% of 40
7
10% of 3
8
20% of 4
9
40% of 6
10
50% of 7
11
60% of 8
12
70% of 9
Direct
93
Remain
13
80% of 2
14
90% of 1
15
35% of 20
16
15% of 330
17
85% of 40
No
Question
18
10% of RM1
19
20% of RM2
20
40% of RM3
21
5% of RM40
22
60 % of RM53
23
70% of RM65
24
80% of RM78
25
25% of RM4
26
35% of RM60
27
45% of RM8
28
55% of RM9
29
75% of RM5
Direct
94
Remain
30
85% of RM6
31
95% of RM8
32
20% or RM4
33
40% of RM55
34
60% of RM77
6.13
Problem solving : Direct
(2M)
Question
Answer
1.
30% out of 60 pupils wear red caps. How many of hem wear red cap ?
2.
40% out of 50 pupils get A in Mathematics. How many of them get s A
3.
65% out of 300 birds are parrot. How many are parrots?
95
4.
85% out of 200 chicken lay eggs. How many chicken lay eggs ?
5.
15% out of 500 cars are Persona. How many of cars are Persona ?
6.12
Problem solving : Contra / antonyms (3M)
Question
Answer
1.
40% out of 60 pupils wear red caps and the rest wear blur caps How many of them wear blue caps ?
2.
70% out of 50 pupils get A in Mathematics and the other get B. How many of them get s B ?
96
3.
45% out of 300 birds are hornbills and the rest are parrot. How many are parrots?
4.
85% out of 200 chicken lay eggs. How many chicken does not lay eggs?
5.
85% out of 400 cars are Wira and the other are Iswara. How many of cars are Iswara. ?
7.0
MONEY
7.1
Name the decimal in numeral
No 1
2 3 4 5 6
Value in word Two ringgit and thirty five sen Eighty ringgit and seventy sen Six hundreds ringgit and five sen Five hundreds sixty ringgit and ten sen Two thousand ringgit and forty sen Eighty ringgit and ninety five sen
97
Value in numeral
7 8 9 10 11 12 13 14 15 16 17 18 19. 20
7.2
Seven hundred twenty ringgit and eigty sen Three hunrend forty ringgit and fifty five sen Forty ringgit and eighty five sen Nineteen ringgit and ninety sen Eight hundred three ringgit and fifteen sen Seventy ringgit and fifty sen Sixty ringgit and sixty five sen One thousand ringgit and seventy five sen Twenty ringgit and twenty sen Three hundred twenty ringgit and sixty sen Four hundred two ringgit and ten sen Five hundred forty ringgit and forty sen Six thousand six hundred ringgit and five sen Seven hundred twenty ringgit dan seventy sen
Write the decimal in numeral
No 1
2 3 4 5 6 7
Value
Value in word
RM12 .05 RM40.60 RM3.95 RM612.10 RM3700.40 RM77. 05 RM97.60
98
8 9 10 11 12 13 14 15 16 17 18 19. 20
7.3
RM176. 50 RM72. 55 RM220.20 RM303.30 RM400. 40 RM55. 75 RM205.80 RM107.70 RM770.85 RM1100.10 RM7600.20 RM5300.50 RM706.30
State the answer to the nearest ringgit.
No
Question
Answer
No
Question
1
RM23. 55
1
RM253. 85
2
RM3.45
2
RM663.40
3
RM2.20
3
RM352.10
4
RM10.60
4
RM150.90
5
RM4.05
5
RM384.05
6
RM10.95
6
RM140.75
7
RM3.40
7
RM343.30
99
Answer
7.4 1.
8
RM2.70
8
RM452.80
9
RM3.45
9
RM353.05
10
RM4.75
10
RM304.15
11
RM23. 65
11
RM243. 25
12
RM3.15
12
RM376.70
13
RM21.05
13
RM211.35
14
RM17.55
14
RM137.45
15
RM40.25
15
RM460.65
16
RM50.05
16
RM570.85
17
RM30.95
17
RM360.15
18
RM12.35
18
RM152.30
19
RM33.85
19
RM353.60
20
RM54.25
20
RM554.20
Basic operation of decimal : + RM23.45 + RM363.75
=
2.
100
RM576.55 + RM23.80
=
3
RM6.65 + RM27.35
5.
RM25.60 + RM142.85 =
7.
7.5
RM76.85 + RM881.35
=
=
4.
RM76.55 + RM238 .70
6.
RM476.15 + RM8.25
8.
Operation of decimal : + (
101
=
=
RM35.45 + RM541.85 =
1.
RM23.45 + RM63 + RM102.90
2
RM6.55 + RM27.20 + RM620
3.
RM5.60 + RM312.35 + 95 sen
4.
=
=
=
RM345 + RM24.85 + RM7.95 =
102
7.6
Basic operation of decimal : ―
1.
RM23 ― RM6.35
=
2.
RM80 ― RM23.80
3
RM365 ― RM121.20 =
4.
RM700
― RM523 .75
=
5.
RM150.75 ― RM12.80 =
6.
RM283.10 ― RM58.20
=
103
=
7.
RM150.50 ― RM78.65
7.7
Operation of decimal : ― (
1.
RM523.40 ― RM95
2
RM446.70
3.
=
8.
RM40.70 ― RM17.65
― RM131.75
― RM27.90 ― RM117
RM250 ― RM202.30 ― 75 sen
104
=
=
=
=
4.
7.8
RM500 ― RM333.30 ― RM111.10
=
Mixed operation : + ,-
1. RM4 + 70 sen ― 90 sen =
2.
RM2.80 ― RM2 + 60 sen =
3. RM5.60 + 55 sen ― RM3.15 =
4.
RM8 ― 65 sen + RM2.75 =
105
5.
7.9 1.
RM7 + 70 sen ― RM3.90=
Basic operation of decimal : RM23.45
×
7
=
6.
RM2.80 ―RM1. 90 + 75 sen =
×
2.
106
RM6.50
×
8
=
3
RM 1.05
5.
RM5.60
7.
RM7.25
7.10
×
×
×
9
=
4.
12 =
6.
41
8.
=
Basic operation of decimal : State all answer in ringgit .
×
107
RM6.50
RM6.05
RM9.90
×
×
×
7
31
50
=
=
=
1.
45 sen
3
95 sen
5.
35 sen
7.
7.11
80 sen
×
7
×
×
×
9
=
=
13 =
23 =
2.
55 sen
4.
65 sen
6.
40 sen
×
8.
75 sen
×
Basic operation : × 10 , ×100 , ×1000
108
×
×
8
6
41
=
=
=
74 =
No
Question
1
5 sen
2
15 sen
3
20 sen
4
30 sen
5
45 sen
6
55 sen
7
65 sen
8
70 sen
9
80 sen
10
95 sen
11
RM23.05
12
RM3.10
13
RM21.50
14
RM17.25
15
RM40.75
16
RM50.95
17
RM30.45
18
RM12.35
19
RM33.60
20
RM54.80
7.12
× 10
Basic operation of decimal :
× 100
÷
109
× 1000
1.
RM123.60
3
R,M1456.20
÷
5.
RM2198.50
÷
÷
8
=
2.
9
=
4.
5
=
6.
110
RM270.55
÷
RM2076.30
RM1340.60
7
=
6
÷
÷
4
=
=
7.
RM235.20
5.
RM3450.60
÷
÷
12 =
8..
RM176.55
18 =
6.
RM3765.30
111
÷
÷
33
42
=
=
7.13
Multiplication fraction with a money
No 1
Question
Answer
× RM24
×
RM260
2
3
4
5
6
7
× RM80.80
× RM1234
× RM346.50
× RM674.10
× RM604.20
× RM2500
8
9
× RM265.50
112
Remain
×RM113.40
10
7.18
Multiplication percentage with a money
No
1
2
3
4
5
6
7
8
Question
20%
× RM60
50%
× RM765.40
60%
×RM640
65%
×RM520
15%
Answer
× RM840
80%
×RM888
40%
× RM330
70%
× RM1200
113
Remain
9
25%
× RM45
90%
× RM350
10
7.19
Problem solving :
7.19.1
1.
RM8
Azri bought some item below. How much did Azri pays.
2.
RM12.80
60sen
RM19.90 each
3
4.
RM13.60
RM5
90 sen per each
RM180 per each
80 sen
RM6.60 per each
114
5.
6.
55 sen 90sen RM6.80
90 sen per each
RM65
RM320 per each
7.19.2
Problem solving : Bills The tables shows the items bought by Fiza How much money did she pay.
1. Item Pen Pencil
3 Beverage P Q
Price per unit RM19.90 70 sen
Price per can RM2 80 sen
2. Vegetables
Quantity 2 unit 4 unit
Spinach cabbage
Quantity
4. Pizza
7 cans 5 cans
X Y
115
Price per kg RM2 RM6.50
Quantity
Price per plate RM9.90 RM33.80
Quantity
4 kg 2 kg
4 plates 2 plates
5.
6.
Oil cooking P Q
Price per bottle RM17 RM1.50
7.19.3
Quantity
Fish
2 bottles 3 bottles
KK LL
Price per kg RM5 RM6.50
Quantity 2 kg 3 kg
Problem solving : Timah has RM20 . She bought the items below. How much her balance ?
1.
2.
RM8
RM9.80
90sen
RM7.60 per each
90 sen per each
116
3
4.
RM5.80
RM12
70 sen
90 sen per each
RM4.80 per each
5.
6.
85 sen 80sen RM4.80
80 sen per each
RM12
RM2.40 per each
7.19.4
Problem solving : Amirul has RM30. He bought the items below. How much his balance ?
1. Items Diskette book
2. Price per unit RM1.80 RM10
Quantity
Fruit
5 unit 2 unit
apple Grape
117
Price per kg RM8 RM9.50
Quantity kg 2 kg
3 Beverage P Q
Price per box RM4.90 RM8
Quantity 1 box 3 boxes
5. Perfume Price per bottle XX RM7 YY RM5.90
7.19.5
4. Vegetable Carrot Tomato
6. Fish
Quantity 2 bottles 3 bottles
Kembung Tongkol
Price per kg RM4.20 RM5
Quantitiy
Price per kg RM5 RM8.50
Quantity
3 kg 2 kg
1 kg 3 kg
Problem solving : Terms and daily life Question
Answer
118
1.
Fetty keeps 30 sen every day. How much money did she keeps for 12 days?
2.
RM17.60 had been divided equally among Ani , Ana , Ali and Azi . How much money did Azi get ?
3. RM12.50
RM6.00
Chocolate cake
Banana cake
Azmi buys 2 chocolate cakes and 3 banana cakes. How much should he paid ?
4.
The diagram shows a price of computer toy.
RM155.00
Radi buys 2 computer toys. He pays with RM400 . How much his balance?
119
Question
Answer
5. Fruits Mangosteens Guava
Price per kilograme RM6 RM5.50
Fadil buys 3 kg mangosteens and 1 kg guava. How much should he paid ?
6.
A diagram shows a price of an aeroplane toy.
RM18.90
Mala has 4 pieces of note RM10. He buys 2 aeroplane toys. How much his balance ?
7.
A diagram shows the items buys two pupils.
60sen RM1.50 Per each per each Hasni
RM1.40 RM3 Per each Dol
Calculate the difference total price with Hasni and Dol.
8.
A diagram shows a price of watermelon.
Linda has RM10. She buys a watermelon with 5 kg . How much balance does she has ?
120
1 kg RM1.80
7.19.6 1.
Problem solving : uniter A diagram shows a price of three books.
2.
RM4.50 for 3 books
4 buah RM10
How much the 2 books ?
3
A diagram shows a price of six diskettes in a box.
A diagram shows a price of four pencils.
How much the 3 pencils ?
4.
Sekotak RM4.80
How much the 4 diskettes ?
121
2 cans of lychee is RM2.60 . How much are 7 cans of lychees ?
5.
4 same pens are RM9. How much are 5 pens ?
8.0
TIME
8.1
Reading a time
1.
6.
20 oranges are RM5 . How much are 8 oranges ?
2. 11 12 1 2 10 9 3 4 8 5 7 6
11 12 1 2 10 9 3 4 8 5 7 6
a.m 3
a.m. 4. 11 12 1 2 10 9 3 4 8 5 7 6
11 12 1 2 10 9 3 4 8 5 7 6
a.m. 5.
a.m. 6.
11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 7 6 5
a.m.
p.m.
122
7.
8. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 5 7 6
p.m. 9.
p.m. 10. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 7 6 5
8.2
p.m. p.m. Draw a hour hand and minutes hand on the clock shown.
1.
2. 11 12 1 2 10 9 3 4 8 5 7 6
11 12 1 2 10 9 3 4 8 5 7 6
1.45 a.m 3
2.25 a.m. 4. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 7 6 5
3.50 a.m.
4.05 a.m.
123
5.
6. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 5 7 6
6.55 a.m.
7.20 p.m.
7.
8. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 5 7 6
8.35 p.m.
9.25 p.m.
9.
10. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 7 6 5
10.45 p.m. 8.3
No 1 2 3 4 5
11.15 p.m.
Change the time below into 24 hours systems and vice versa.
Question
24 hours system
No
1.30 in the morning 2.30 in the morning 4.45 in the evening 3.55 in the evening 6.10 in the evening
Question
1
0025 hours
2
0155 hours
3
0220 hours
4
0310 hours
5
0425 hours
6
7.40 at night
6
0545 hours
7
8.15 at night
7
0635 hours
124
12 hours system
8
9.25 at night
8
0715 hours
9
10.36 at night
9
0820 hours
10
11.59 night
10
0930 hours
11
2.45 a.m.
11
1025 hours
12
4.39 a.m.
12
1155 hours
13
5.30 a.m.
13
1220 hours
14
6.34 a.m.
14
1310 hours
15
7.12 a.m.
15
1409 hours
16
2.15 p.m.
16
1540 hours
17
3.20 p.m.
17
1610 hours
18
4.15 p.m.
18
1735 hours
19
9.50 p.m.
19
1840 hours
20
10.26 p.m.
20
1940 hours
8.4
Change the time below into 24 hours system
1.
2.
12 9
12 3
9
3
6
6
a.m.
p.m.
125
3
4.
12
12 9
9
3
6
6
a.m.
p.m.
5.
6.
12
12 9
9
3
a.m.
7.
p.m.
8. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 5 7 6
8.5
3 6
6
3
a.m.
p.m.
Change the time below into 12 hours system
126
1.
2.
14:25
04:25 . 3
4.
01:05
5.
15:50
6.
07:40
7.
18:07
8.
09:45
22:22
127
8.6
Draw a hour hand and minutes hand on the clock shown.
1.
2.
12 9
12 3
9
3
6
6
0535 hours 3
1325 hours 4.
12
12 9
9
3
3 6
6
0840 hours 5.
2015 hours 6.
12
12 9
9
3
3 6
6
1105 hours
2355 hours
128
7.
8. 11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 5 7 6
1310 hours
8 .7
No
Convert the time
Question
1
1 hour 2 0 minutes
2
2 hours 15 minutes
3
4 ho hours 50 50 minutes
4
6 hours 1 0 minutes
5
3 hours 35 minutes
6
7 hours 2 5 minutes
7
8 hours 5 minutes
8
9 hours 40 minutes
No
0050 hours
Answer ( in minutes)
Question
1
3 weeks 4 days
2
8 weeks 1 day
3
2 weeks 6 day
Answer ( in days)
129
4
1 week 2 days
5
4 we w eeks 5 days
6
5 weeks 4 days
7
6 weeks 1 day
8
7 weeks 4 days
8 .8
No
Convert the time
Question
1
1 ye year 2 months
2
2 y ea ears 8 months
3
4 ye years 6 months
4
6 ye years 11 11 months
5
3 years 10 months
6
7 years 9 months
7
8 years 5 months
8
9 years 4 months
No
Answer ( in months)
Question
1
3 d ec ecades 4 years
2
8 d ec ecades 1 years
3
2 d ec ecades 6 years
Answer ( years)
130
4
1 de decade 2 years
5
4 d ec ecades 5 years
6
5 decades 4 years
7
6 d ec ecades 1 years
8
7 decades 4 years
8 .9
Convert the time.
No
answer in hours and minutes
No
130 minutes =
20 days =
1
1
215 minutes =
48 days =
2
3
Answer in weeks and days
2
455 minutes =
3
131
57 days =
340 minutes =
100 days =
4
8.10
No
4
Convert the time.
answer in years and months
No
37 months =
Answer in decades and years 27 years =
1
1
65 months =
58 years =
2
2
132
88 months =
77 years =
3
3
100 months =
102 years =
4
8.11
No
4
Convertion the fraction of time
Question
1
hours
2
hours
3
hours
4
hours
5
1 hours
6
2 hours
7
2 hours
8
4 hours
Answer ( minutes )
133
No
Question
1
years
2
years
3
years
4
years
5
years
6
4 years
7
5 years
8
5 years
8.12
No
Answer ( months)
Convertion the fraction of time
Question
1
decades
2
decades
3
decades
4
1 decades
5
1 decades
6
2 decades
7
2 decades
8
4 decades
Answer ( years)
134
No
Question
1
minutes
2
minutes
3
minutes
4
minutes
5
minutes
6
4 minutes
7
5 minutes
8
5 minutes
8.13
Answer ( seconds)
Finding information from calendar: Complete the calender
1.
2. AUGUST 2008 S M T W T F S 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27
S
JANUARY 2009 M T W T F
4 5 6 7 11 12 13 14 18 19 20 21 25 26 27
8 9 15 16 22 23
S 10 17 24
1. State the day of 18.8.2008
1. State the day of 1.1.2009
2. Find the last day of the month.
2. Find the last day of the months 3. Calculate hte number of day from 5.1.2009 until 20.1.2009.
3. State the first day of the next month.
135
3
4. S
M
JULY 2010 T W T F
4 5 6 11 12 13 18 19 20 25 26 27
7 14 21
8 15 22
9 16 23
NOVEMBER 2011 S M T W T F 1 2 3 4 6 7 8 9 10 11 13 14 15 16 17 18 20 21 22 23 24 25 27 28 29
S 10 17 24
S 5 12 19 26
1. State the day of 30.7.2010
1. State the day of 24 .11.2011
2. State the first day of the months ?
2.State the day of 10 days after 29.11.2011
3. Calculate the number of days from 4.7.2010 until 20.7.2010
3. Calculate the day from 9.11.2011 until 23.11.2011
8.14
Operation +,- ,× and
1.
÷ .
2. +
1 hour 30 minutes 3 hours 40 minutes
+
136
2 hours 40 minutes 3 hours 55 minutes
3 +
9 hours 20 minutes 3 hours 50 minutes
5.
+
3 hours 30 minutes 1 hour 40 minutes
6. 8 hours 10 minutes 2 hours 55 minutes
+
7.
―
8 hours 15 minutes 4 hours 30 minutes
9.
―
9 hours 05 minutes 3 hours 20 minutes
―
6 hours 20 minutes 4 hours 30 minutes
―
5 hours 40 minutes 2 hours 55 minutes
8.
10.
―
4 hours 45 minutes 3 hours 50 minutes
11. +
4.
12. 1 hour 05 minutes 40 seconds 3 hours 40 minutes 25 seconds
+
137
2 hours 40 minutes 20 seconds 3 hours 15 minutes 50 seconds
13 +
14. 9 hours 20 minutes 40 seconds 3 hours 50 minutes 30 seconds
15.
17.
19.
―
―
9 hours 35 minutes 10 seconds 3 hours 20 minutes 20 seconds
18. 8 hours 45 minutes 20 seconds 4 hours 30 minutes 25 seconds
―
+
16. 8 hours 10 minutes 50 seconds 2 hours 55 minutes 55 seconds
+
3 hours 30 minutes 30 seconds 1 hour 40 minutes 45 seconds
―
6 hours 20 minutes 30 seconds 4 hours 30 minutes 40 seconds
20.
4 hours 35 minutes 05 seconds 3 hours 40 minutes 55 seconds
21.
―
5 hours 40 minutes 10 seconds 2 hours 55 minutes 45 seconds
22. 2 ×
hours 40 minutes 3
×
138
3 hours 50 minutes 4
23.
24 ×
25. ×
1 hour 35 minutes 5
×
26.
2 hour 23 minutes 4
×
27. 2 hours 25 minutes 24 seconds 3 ×
×
1 hour 15 minutes 25 seconds 4
28. 2 hours 18 minutes 32 seconds 4 ×
29. 1 hour 40 minutes 26 seconds 4
2 hours 15 minutes 6
30 ×
2 hours 15 minutes 13 seconds 5
139
31
32. 11 hours 40 minutes
÷
4 =
34.
10 hours 36 minutes
÷
3 =
35. 43 hours 24 minutes ÷ 8 =
20 hours 30 minutes ÷ 6 =
140
8.15
Operation +,- ,× and
÷
1.
( years and months) 2.
+
1 year 3 year
8 months 11 months
3.
+
12 years 4 months 13 years 9 months
4. +
5. +
9 years 7 months 3 years 8 months
23 years 6 months 1 year 4 months
+
3 years 8 months 1 years 5 months
―
5 years 2 months 1 years 5 months
6.
141
7.
8 years 3 months ― 6 years 7 months
9.
8.
26 years 8 months ― 11 years 9 months
10. 19 years 5 months ― 3 years 8 months
8 years 10 months ― 2 years 11 months
11.
12. 2 ×
years 5 months 3
13
3
years 8 months 2
4
years 4 months 4
×
14. 3 ×
years 5 months 3
×
142
15
16 4 ×
years 5 months 3
17
5
years 9 months 4
1
years 10 months 4
×
18 5 ×
years 11 months 3
19.
×
20. 2 ×
years 5 months 6
21.
×
2 years 10 months 3
22.
10 years 3 months
÷
3 =
18 years 8 months
143
÷
4 =
23
24 115 years 4 months
÷
4 =
25.
No
÷
5 =
126 years 8 months
÷
5 =
26.
215 years 3 months
8.16 8.16.1
78 years 4 months
÷
3 =
Problem solving : The table below shows the departure time and duration time for five buses from P station. What is the time , the bus arrived at Q ? Departure from P
Duration times
4.35 a.m
3 hours 50 minutes
1
144
Arrived at Q
2
1730 hours
3 hours 50 minutes
3
7.25 p.m.
9 hours 20 minutes
4 3 hours 15 minutes 11 12 1 2 10 9 3 4 8 5 7 6
5
8.16.2
No
7 hours 40 minutes 11 12 1 2 10 9 3 4 8 5 7 6 solving Problem : The table below shows the end and duration time for five activity. What is the time the acitivity start ?
Start activity
Duration times
End activity
1 hours 40 minutes
5.30 a.m
145
1
2
3 hours 50 minutes
1725 hours
3
9 hours 20 minutes
8.00 p.m.
4 3 hours 15 minutes 11 12 1 2 10 9 3 4 8 7 6 5
5
8.16.3
5 hours 20 minutes 11 12 1 2 10 9 3 4 8 Problem solving : 7 6 5 The table below shows the time for five cars drive to go and reached at town. How long did the car take to drive. ?
146
No
1
Go to town
Duration times
Reached at town
4.35 a.m
6.00 a.m
2
1730 hours
2200 hours
3
2.25 p.m.
11.05 p.m.
11 12 1 2 10 9 3 4 8 5 7 6
11 12 1 2 10 9 3 4 8 7 6 5
11 12 1 2 10 9 3 4 8 7 6 5 solving : Terms and daily life Problem
11 12 1 2 10 9 3 4 8 7 6 5
4
5
8.16.4
147
1.
The diagram below shows the time Rais go to school in the morning.
2.
11 12 1 2 10 9 3 4 8 5 7 6
11 12 1 2 10 9 3 4 8 5 7 6
He reachs 30 minutes after that. At what time Rais reach at school ?
3
One cake had bake on 10.35 a.m. The cake is baked hours before Draw the hours hand and minutes hand on the clock shown to shows the cake start to bake ?
Majid goes to shop at 3.35 p.m. and reached hours later. Draw the hand hours and hand minutes on the clock shown to show the time did Majid reach the shop ?
4.
11 12 1 2 10 9 3 4 8 7 6 5
The diagram shows the time Dian finish his extra class class in the evening.
11 12 1 2 10 9 3 4 8 7 6 5
His class on for 1 hour 40 minutes. At what time , the class is begin.
148
5.
The diagram below shows the time one bus arrived the station in the morning.
6.
Kamil drives a car to the town at 5.30 p.m and reached at 8.10 p.m. How long did Kamil takes to drive ?
8.
Farid start to wash his car at 10.15 a.m. He washes the car for 1 hour 50 minutes. At what time did Farid finish wash his car?
11 12 1 2 10 9 3 4 8 7 6 5
7.
The bus takes 50 minutes. At what time did the bus departure?
The diagram below shows the start and end of Ali’s activity .
11 12 1 2 10 9 3 4 8 7 6 5
Start
11 12 1 2 10 9 3 4 8 7 6 5
End
How long did Ali takes an activity ?
149
9.0
LENGTH
9.1
Reading skill : State all the answer in cm and mm.
1.
3
2
1 c m
4
6
5
7
8
9
10
2.
1 c m
2
3
4
5
6
7
8
9
10
1 c m
2
3
4
5
6
7
8
9
10
3.
150
4.
3
2
1 c m
4
6
5
7
8
9
10
5.
1 c m
9.2
2
3
4
5
6
7
8
9
10
Drawing skill : Draw a line shows a length given.
1. 1 c m
2
3
4
5
6
7
8
9
10
8
9
10
8
9
10
3.6 cm 2. 1 c m
2
3
4
5
6
7
4.2 cm
3. 1 c m
2
3
4
5
6
7
9.8 cm
151
4.
1 c m
2
m
3
4
5
6
7
8
m
m
9
10
m
m
9
9
1.7 cm 5.
9
1 c m 8
9
9
2
3
4
5
6
7
8
8
8
9
10
8
8
7
7
6
6
8.4 cm 7
7
7
9.3
Reading skill :6 6 6 State all the answer in m and cm.
1
m 5
2
m 5
3
m 5
4
m 5
5
m 5
4
4
4
4
4
3
3
3
3
3
2
2
2
2
2
1
1
1
1
1
152
9.4
m
m
m
m
m
9
9
9
9
9
8
8
8
8
8
7
7
7
7
7
6
6
6
6
6
m 5
m 5
m m Drawing skill m: 5 5 5 Draw a line shows a length given
1
2
3
4
5
4
4
4
4
4
3
3
3
3
3
2
2
2
2
2
1
1
1
1
1
153
2.4 m 9.5
3.5 m
5.1 m
7.7 m
8.9 m
Convert distance unit for km into unit m and vice versa.
No
Question
1
m
No
Question
0. 1 km
1
50 m
2
1.15 km
2
80 m
3
1.2 km
3
55 m
4
1.25 km
4
60 m
154
km
5
1.35 km
5
700 m
6
2.45 km
6
960 m
7
0.5 km
7
1 820 m
8
2.55 km
8
1 080 m
9
2.6 km
9
1 390 m
10
2.7 km
10
2 070 m
10
3.75 km
10
3 890 m
12
0.8 km
12
4 010 m
13
3.85 km
13
4 800 m
14
0. 9 km
14
5 010 m
15
4.95 km
15
6 320 m
16
5.5 km
16
6 250 m
17
5.1 km
17
7 530 m
18
5.15 km
18
10 040 m
19
6.2 km
19
15 050 m
20
10.4 km
20
18 600 m
9.6
Convert length in unit m into unit cm and vice versa.
No
Question
1
cm
No
Question
0. 1 m
1
50 cm
2
1.15 m
2
80 cm
3
1.2 m
3
55 cm
4
1.25 m
4
60 cm
155
m
5
1.35 m
5
700 cm
6
2.45 m
6
960 cm
7
0.5 m
7
820 cm
8
2.55 m
8
280 cm
9
2.6 m
9
390 cm
10
2.7 m
10
2 095 cm
11
3.75 m
11
1 095 cm
12
0.8 m
12
4 005 cm
13
3.85 m
13
4 010 cm
14
0. 9 m
14
8 015 cm
15
4.95 m
15
4 020 cm
16
5.5 m
16
6 025 cm
17
5.1 m
17
4 030 cm
18
5.15 m
18
10 040 cm
19
6.2 m
19
15 050 cm
20
10.7 m
20
20 000 cm
9.7
Convert combined unit ( km , m ) into unit m and decimal km
No
Question
1
1km 10 m
2
1km 15 m
3
1km 20m
4
1km 25 m
m
156
decimal km
5
1km 35 m
6
2km 40 m
7
2km 45 m
8
2km 50 m
9
2km 55 m
10
2km 60 m
11
2km 70 m
12
3km 75 m
13
3km 80 m
14
3km 85 m
15
4km 90 m
16
4km 95 m
17
5km 5 m
18
5km 10 m
19
5km 15 m
20
6km 20 m
9.8
Convert combined unit ( m , cm ) into unit cm and decimal m.
No
Question
1
1m 5 cm
2
1m 8 cm
3
1m 9cm
4
1m 4 cm
cm
157
decimal m
5
1m 2cm
6
2m 4 cm
7
2m 5 cm
8
2m 6 cm
9
2m 7 cm
10
2m 8 cm
11
2m 9 cm
12
3m 2 cm
13
3m 8 cm
14
3m 5 cm
15
4m 9 cm
16
4m 7 cm
17
5m 5 cm
18
5m 8 cm
19
5m 9 cm
20
6m 7 cm
9.9
Convert fraction length ( km) into decimal km and unit m
No
Question
1
km
2
km
3
km
4
km
decimal of km
158
m
5
km
6
km
7
km
8
km
9
km
10
km
11
km
12
4km
13
5km
14
5 km
15
5km
16
6km
17
6 km
18
6km
19
7km
20
7km
9.10
Convert fraction length ( m) into decimal m and unit cm
No
Question
1
m
2
m
3
m
4
2m
decimal of m
159
cm
5
2m
6
2m
7
3m
8
3m
9
3m
10
4m
11
4m
12
4m
13
5m
14
5m
15
5m
16
6m
17
6m
18
6m
19
7m
20
7m
9.11
Comparision between two unit length. Thick ( √ ) for suitable statement .
is bigger than
No
Is less than
Is equal with
1
2.45 km
245 m
2
4.38km
4308m
3
6.09km
6090m
160
4
0.84km
84m
5
5.79km
57 900m
6
8.6km
860m
7
1.5km
1500m
8
8.65km
865m
9
8.67km
86700m
10
5.52km
5052m
11
5.94m
594cm
12
3.03m
330cm
13
8.85m
88500cm
14
5.03m
5030cm
15
8.15m
815cm
16
3.6m
360cm
17
6.3m
603cm
18
5.8m
58cm
19
5.4m
54cm
20
0.6m
600cm
9.12
Operation + , - , × and ÷ . State all the answer in cm .
161
1.
1.7 m + 35 cm =
2.
3.6 m + 75 cm =
3
80 cm + 1 m =
4.
3.2 m ― 45 cm =
5.
650 cm ― 3.8 m =
6.
3 m ― 195 cm =
162
7.
3.4 m
×
9.
0.8 m
11.
15.6 m
3 =
8.
12 =
10.
3.4 m
12.
3.9 m
×
÷
6 =
163
1.05 m
×
÷
÷
8 =
5 =
13 =
9.13
Operation + , - , × and ÷ . State all the answer in m .
1.
1.7 km + 830 m =
3
870 m + 1 km =
2.
3.6 km + 750 m =
4.
3.25 km ― 745 m =
164
5.
6500 m ― 3.8 km =
6.
3 km ― 1950 m =
7.
3.04 km
×
3 =
8.
1.05 km
9.
0.8 km
×
15 =
10.
165
7.04 km
×
÷
7 =
5 =
11.
5.4 km
4.23
6 =
12.
Question ×
1.8km
×
1.4 km
×
4 km
×
3.6km
×
2.8 km
×
3 km
×
1.6km
Answer ( in m )
2
3
4
5
6
7
3.65 km
÷
13 =
Multiplication fraction with a unit of distance
No 1
÷
166
Remain ( in m)
×
0.25km
×
4.5km
×
0.18km
8
9
10
4.23 No
1
2
3
4
5
6
Multiplication percentage with a unit of volume of liquid Question
20%
×
1.2km
50%
×
2.4km
60%
×
2km
65%
×
3.6km
15%
×
80%
×
Answer ( in m )
2.8 km
3km
167
Remain ( in m )
7
8
9
40%
×
4.2km
70%
×
0.6 km
25%
×
6 km
90%
×
2.7km
10
4.23
Multiplication fraction with a unit of length
No 1
Question ×
1.8 m
×
1.4 m
×
4 m
×
3.6 m
×
2.8 m
×
3m
×
1.6 m
×
0.25 m
Answer ( in cm )
2
3
4
5
6
7 8
168
Remain ( in cm)
×
4.5 m
×
0.18 m
9
10
4.23 No
1
2
3
4
5
6
Multiplication percentage with a unit of volume of liquid Question
20%
×
1.2 m
50%
×
2.4 m
60%
×
2m
65%
×
3.6 m
15%
×
Answer ( in cm )
2.8 m
80%
×
3m
40%
×
4.2 m
7
169
Remain ( in cm )
8
9
70%
×
0.6 m
25%
×
6 m
90%
×
2.7 m
10
9.14
Problem solving : term and daily life.
1. The diagram below shows a length of a wood.
m
3
2
1
4
6
5
7
8
9
10
The wood is cut equally into 3 parts. What is the length ,in cm, a part?
2.
The diagram below shows a length of a string.
m
1
2
3
4
5
6
7
8
9
10
The string is cut into two part. The length of first part is 5.6 m Calculate the length , in cm , of second part.
170
3.
The diagram below shows a length of a rope.
m
1
2
3
4
6
5
7
8
9
10
What is the length , in cm, 6 same ropes?
4.
The diagram below shows a length of a line.
m
1
2
3
4
5
6
7
8
9
10
Andy added 3.6 m length for continued the line. What is the total length , in cm , the lines ?
5.
m 0 0 9 The diagram shows a one way from a junction. l o o h c S m k 5 3 . 1 e u What is the distance, q s o M in m, from school to the mosque?
6.
The diagram below shows the distance from three places. Amy’s house
Min’s house
1.6 km School
890 m
What is the distance ,in m, Form Amy’s house to Min’s house through the school ?
171
7
The diagram below shows the distance of three towns .
8.
10 km P
7.4 km
Q
Ali runs with the baton for 1.2km and Chin continued for 840 m. What is the distance , in m, for the race. ?
R
What is the distance, in m, from Q to R ?
9.
Bazli runs one round for 600 m. 9. How far , in km, Bazli runs for 12 rounds ?
10.
The diagram below shows a length of two ropes.
The distance from P to Q is 4.1 km. Azli drives his car from P and stop 900 m before Q . How far ,in m, Azli drives his car?
12. The diagram below shows a height of human and a box.
1.8m
1.6 m
85 cm
Rudy Find the difference length, in cm , between two ropes?
85 cm box
What is the height , in cm , when Rudy stands on the box ?
172
13.
The diagram below shows a length of a roll of hose.
14.
One woos with 8.34 m had been cut equally into 6 parts . What is the length ,in cm, each part ?
16.
One sugar cane is 2.9 m . Lia Cuts into two parts.First part is 80cm. What is the length , in cm, second part?
12.6 m What is the length , in cm, for 3 rolls of the same hose ?
15.
A roll of rope is 9m . Jef takes 3.9m from it. What is the length, in cm , rope had been left ?
10.0
MASS
10.1
Read the mass of box , in kg, each scales
1.
2. 50
50
kg 4
3
kg
1
1
4
2
3
173
2
3
4.
50
50
kg
kg
1
4
5.
6.
50
50
kg
kg
1
4
2
3
7.
1
4
2
3
8.
50
50
kg
kg
1
4
3
10.2
2
3
2
3
1
4
1
4
2
3
Read the mass, in g, of each scales
174
2
1.
2. 10 kg g
10 kg g 250
750
250
750
500
500
3
4.
10 kg g
10 kg g 250
750
250
750
500
500
5.
6. 10 kg g
10 kg g 250
750
250
750
500
500
7.
8. 10 kg g
10 kg g 250
750
250
750
500
500
175
10.3
Draw the pointer of mass of box in each scales
1.
2. 50
50
kg
kg
1
4
2
3
2
3
1
4
1.3 kg
2.1 kg
3
4.
50
50
kg
kg
1
4
2
3
1
4
2
3
3.4 kg
4.6 kg
5.
6.
50
50
kg 4
3
kg
1
1
4
2
3
176
2
1.7 kg
2.8 kg
7.
8.
50
50
kg
kg
1
4
1
4
2
3
2
3
3.9 kg 10.4
4.4 kg
Draw the pointer of mass of box b ox in each scales
1.
2. 10 kg g
10 kg g 250
750
250
750
500
500
50 g
950 g
3
4. 10 kg g
10 kg g 250
750
250
750
500
500
150 g
800g
177
5.
6.
10 kg g
10 kg g 250
750
500
500
300 g
600 g
7.
8.
10 kg g
10 kg g 250
750
250
750
500
500
450 g 10.5 10.5
250
750
550 g
Conv Conver ertt mass mass unit unit kg into into unit unit g and and vice vice vers versa. a.
Bi l
Soalan
1
g
Bi l
Soalan
0. 1 kg
1
50 g
2
1.15 kg
2
80 g
3
1.2 kg
3
55 g
4
1.25 kg
4
60 g
5
1.35 kg
5
700 g
6
2.45 kg
6
960 g
7
0.5 kg
7
820 g
8
2.55 kg
8
1 280 g
9
2.6 kg
9
1 390 g
178
kg
10
2.7 kg
10
2 090 g
11
3.75 kg
11
1 090 g
12
0.8 kg
12
4 080 g
13
3.85 kg
13
4 010 g
14
0. 9 kg
14
5 010 g
15
4.95 kg
15
6 020 g
16
5.5 kg
16
7 020 g
17
5.1 kg
17
8 030 g
18
5.15 kg
18
10 040 g
19
6.2 kg
19
15 050 g
20
8.07 kg
20
20 000 g
10.6 No
Conver Convertt combin combined ed unit unit ( kg , g ) into unit unit g and decimal decimal of kg Question
1
1 kg 10 g
2
1kg 15 g
3
1kg 20g
4
1 kg 25 g
5
1kg 35 g
6
2kg 40 g
7
2kg 45 g
8
2kg 50 g
9
2kg 55 g
g
179
Decimal of kg
10
2kg 60 g
11
2kg 70 g
12
3kg 75 g
13
3kg 80 g
14
3kg 85 g
15
4kg 90 g
16
4kg 95 g
17
5kg 5 g
18
5kg 10 g
19
5kg 15 g
20
6 kg 20 g
10.7 No
Convert fraction on unit kg into decimal of kg and g Question
1
kg
2
kg
3
kg
4
2 kg
5
2 kg
6
2 kg
7
3 kg
8
3 kg
9
3 kg
decimal of kg
180
g
10
4 kg
11
4 kg
12
4 kg
13
5 kg
14
5 kg
15
5 kg
16
6 kg
17
6 kg
18
6 kg
19
7 kg
20
7 kg
10.8
Reading scale in kg and convert the answer into g .
1.
2. 50
50
kg
kg
1
4
1
4
3
2 3
181
2
3
4.
50
50
kg
kg 1
4
1
4
2
3
2
3
5.
6.
50
50
kg
kg 1
4
2
3
1
4
2
3
7.
8.
50 kg
50 kg 1
4
2
3
1
4
2
3
9.
10. 50 kg
50 kg 1
4
3
1
4
2
3
182
2
11
12.
50 kg
50 kg 1
4
1
4
2
3
2
3
13.
14.
50 kg
50 kg 1
4
1
4
2
3
2
3
15.
16.
50 kg
50 kg 1
4
3
1
4
2
3
183
2
10.9
Reading scale in g and convert the answer into kg .
1.
2.
10 kg
10 kg g
800
200
400
600
g
800
400
600
3.
200
4. 10 kg
10 kg g
800
200
400
600
5.
g
10 kg
6.
10 kg g
800
600
200
400
600
400
600
g
800
200
200
400
600
10 kg 800
g
800
10 kg 200
g
800
400
600
184
200
400
7.
8.
10.10 Comparision between two unit mass Thick ( √ ) for suitable statement
is bigger than
No
Is less than
Is equal with
1
3.45 kg
34500 g
2
5. 8 kg
580 g
3
4.9 kg
4900 g
4
0.4 kg
4000 g
5
5.9 kg
5090 g
6
8.46 kg
846 g
7
2.5 kg
2500 g
8
1.35 kg
135 g
9
0.647 kg
6470 g
10
5.542 kg
5542 g
11
1.24 kg
124 g
12
3.003 kg
3300 g
13
8.85 kg
88 500 g
14
5.09 kg
5009 g
185
15
4.13 kg
4103 g
16
1.8 kg
1080 g
17
2.31 kg
2310 g
18
3.08 kg
3080 g
19
2.94 kg
2940 g
20
0.6 kg
6000 g
10.11 Operation : + , - , × and ÷ State all the answer in g. 1.
3.2 kg + 750 g =
2.
2.09 kg + 560 g =
3
350 g + 1.76 kg =
4.
3.62 kg ― 700 g =
186
5.
1.8 kg ― 990 g =
6.
2.24 kg ― 870 g =
7.
2.34 kg
×
6 =
8.
0.56 kg
9.
1.08 kg
×
16 =
10.
4 kg
187
÷
×
8 =
8 =
11.
3.42 kg
4.23
9 =
12.
Question ×
1.4 kg
×
2.2 kg
×
3 kg
×
3.2 kg
Answer
2
3
4
2.76 kg
÷
12 =
Multiplication fraction with a unit of volume of liquid
No 1
÷
188
Remain
5
6
7
× 3.5
kg
×
1.2 kg
×
1.6 kg
×
0.8 kf
×
2.7 kg
×
2.4 kg
8
9
10
4.23 No
1
2
3
4
Multiplication percentage with a unit of volume of liquid Question
20%
×
1.2 kg
50%
×
2.2 kg
60%
×
3 kg
65%
×
3.4 kg
Answer
189
Remain
15%
5
6
7
8
9
× 3.8kg
80%
×
2.1 kg
40%
×
1.8 kg
70%
×
0.6 kg
25%
×
1.8 kg
90%
×
2.7 kg
10
10.12 1.
Problem solving : terms and mass in daily life.
The diagram below shows a mass of three boxes. 1.2 kg
870 g
2.
450 g
Calculate the total mass, in kg, for all boxes .
190
The mass of a chair is 1.4 kg. What is the mass, in g, for same 6 chairs. ?
3
The diagram below shows the mass of two cakes.
4.
Cake with 2.4 kg had been cut equally mass for 8 parts. How much mass , in g, a part ?
6.
Deli bought 1.4 kg prawns and Farah bought 780 g prawns. What is the total mass , in g, Prawn had been bought by both of them?
750 g
1.6 kg
Calculate the difference mass, in g , between two cakes.
6.
The diagram below shows the mass of a cake. 1.3 kg
Adli takes 550 g from the cake. How much the mass ,in g, cake had been left ?
7.
The diagram below shows the mass of three oranges.
P
Q
8.
The diagram below shows the mass of a cake .
R
50 kg
0 kg kg
44
1 1
1
4
3 3 3
22
2
The cake had been cut into 4 parts with equally mass. What is the mass , in g, a part ?
R orange had been taken from the scale and the mass become 800g. Orange P and orange Q has the same mass. What is the mass, in g, orange P?
191
11.
The diagram below shows the mass of a ball and a ball
10.
The diagram below shows the mass of a cake. KEK Q
0
0
4
g 250
750
1
kg 3
2
500
When a biscuit had been put on the cake, the mass become 2.1 kg. What is mass,in g, the biscuits?
The box mass is 170 g. Calculate the mass , in kg, the ball ?
11.0
VOLUME OF LIQUID
11.1
Write the volume of liquid , in l , of each container
1.
2. 2liter
2liter
1liter
1liter
192
3
4. 2liter
2liter
1liter
1liter
5.
6. 2liter
2liter
1liter
1liter
7.
8. 2liter
2liter
1liter
1liter
11.2
Read the volume of liquid in each container
193
1.
2. 1000 ml ml
1000 ml ml
500 ml
500 ml
3
4. 1000 ml ml
1000 ml ml
500 ml 500 ml
5.
6. 1000 ml ml
1000 ml ml
500 ml
500 ml
7.
8. 1000 ml ml
1000 ml ml
500 ml
500 ml
194
11.3
Draw the level of volume of liquid , in l , of each container
1.
2. 2liter
2liter
1liter
1liter
1.9 l
0.2 l
3
4. 2liter
2liter
1liter
1liter
1.7 l
0.4 l
5.
6. 2liter
2liter
1liter
1liter
1.4 l
0.7 l
195
7.
8. 2liter
2liter
1liter
1liter
1.2 l
11.4
0.9 l
Draw the level of volume of liquid in each container
1.
2. 1000 ml ml
1000 ml ml
500 ml
500 ml
900 ml 3
100 ml 4. 1000 ml ml
1000 ml ml
500 ml 500 ml
300 ml 700 ml
196
5.
6. 1000 ml ml
1000 ml ml
500 ml
500 ml
800 ml
200 ml
7.
8. 1000 ml ml
1000 ml ml
500 ml
500 ml
600 ml
11.5
400 ml
Convertion the unit Convert the volume in unit l to unit ml and vice versa
No
Question
1
ml
No
Question
1 l
1
5000 ml
2
5 l
2
8000 ml
3
6 l
3
5000 ml
4
8 l
4
60000 ml
5
9 l
5
7000 ml
6
10 l
6
96000 ml
7
13 l
7
82000 ml
8
25 l
8
28000 ml
197
l
9
26 l
9
39000 ml
10
27 l
10
2000 ml
11
33 l
11
1027 ml
_____ l _______ ml
12
82 l
12
4005 ml
____ l________ml
13
37 l
13
4010 ml
______ l _______ml
14
90 l
14
8015 ml
_______ l ______ml
15
46 l
15
4020 ml
_______ l _____ml
16
55 l
16
6025 ml
______ l ______ ml
17
51 l
17
4030 ml
_______ l _____ ml
18
5 l
18
10040 ml
______ l _____ ml
19
62 l
19
15050 ml
______ l ______ ml
20
86 l
20
2002 ml
______ l ______ ml
11.6
Convert combined unit ( l , ml ) into unit ml or decimal
No
Question
1
1 l 10 ml
2
1l 15 ml
3
1l 20ml
4
1l
5
1l 35 ml
6
2l 40 ml
7
2l 45 ml
8
2l 50 ml
9
2l 55 ml
ml
25 ml
198
l
Decimal
l
10
2l 60 ml
11
2l 70 ml
12
3l
13
3l 80 ml
14
3l 85 ml
15
4l 90 ml
16
4l 95 ml
17
5l 5 ml
18
5l 10 ml
19
5l 15 ml
20
6l 20 ml
11.7
75 ml
Concert fraction of litre into decimal of
No
Question
1
l
2
l
3
l
4
l
5
l
6
l
7
l
8
l
9
l
Decimal of
199
l
l
and ml ml
10
l
11
l
12
1l
13
1l
14
1l
15
1l
16
2l
17
2l
18
3l
19
3l
20
3l
11.8
Comparision between two unit volume of liquid. Thick ( ) for suitable value.
is bigger than
No
Is less than
Is equal with
1
2.45
2 345 ml
2
5.9
59000 ml
3
4.9
4900 ml
4
0.42
4200 ml.
5
5 .9
5009 ml
6
8 .6
8.6 ml
7
12.5
125 000 ml
8
11.95
1 195 ml
200
9
8.67
8 670 ml
10
1.52
152 ml
11
5.24
52 400 ml
12
3.3
3003 ml
13
4.05
4050 ml
14
5.03
5300 ml
15
8.13
813 ml
16
3.8
38 000 ml
17
6.31
6310 ml
18
5.08
5800 ml
19
7.9
7090 ml
20
0.63
6300 ml
11.9
1.
Opertioan : + , - , × and State all answer in ml . 2.34 l + 800 ml =
÷
2.
201
4.2 l + 950 ml =
3
5.
7.
875 ml + 1.5 l
3.8 l ― 560 ml
3.2 l
×
7
=
=
4.
1.3 l
― 450 ml =
6.
1.25 l
― 380 ml =
8.
0.54 l
202
×
4 =
9.
1.13 l
11.
3.26 l
4.23
×
12 =
÷
5 =
10.
2.4 l
12.
2.88 l
÷
÷
6 =
12 =
Multiplication fraction with a unit of volume of liquid
203
No 1
Question ×
1.2 l
×
2.4 l
×
2 l
×
3.6 l
×
2.8 l
×
2.1 l
×
1.8 l
×
0.6 l
×
1.8 l
×
2.7 l
Answer
Remain
2
3
4
5
6
7
8
9
10
4.23 No
1
Multiplication percentage with a unit of volume of liquid Question
20%
×
Answer
1.2 l
204
Remain
2
3
4
5
6
7
8
9
50%
×
2.4 l
60%
×
2 l
65%
×
3.6 l
15%
×
2.8 l
80%
×
2.1 l
40%
×
1.8 l
70%
×
0.6 l
25%
×
1.8 l
90%
×
2.7 l
10 11.10
Problem solving : terms and volume of liquid in daily life.
205
1.
The diagram below shows the volume of water in two container.
2.
Cooking Oil
Q Q l 5 3 . 1
P m l 0 5 8
5 l
Celculate the total of volume, in ml, for both of the containers.
3
The diagram below shows the volume of cooking oil.
The diagram below shows a volume of water in a container.
4.
The oil from the container had been pour equally in 8 bottles. How much oil , in ml , in each bottle.
The diagram below shows a volume of mango juice in a box.
Mang o Juice
Q . 2 l 7
385 ml 750 ml water had been taken from Q . How much water , in ml , left in Q container ?
206
How much is the mango juice , in l , in 7 same boxes?
5.
There are 2.5 l of water in a container . Lee added 770 ml to fill the container. How much water , in ml , in the Container. ?
6.
There are 2.2 l of water in a container . Chin take out 990 ml water. How much is the water ,in ml, In the container.
7.
3.2 l of water had been pour equally into 4 glasses. How much water , in ml , in a glass?
8.
There are 600 ml of mineral water in a glass . How much water ,in l , 8 bottles with the same volume?
9.
of 2.4 l orange juice had been drink and the rest had been kept. Calculate the volume of orange juice, in ml, had been kept.
10.
Calculate 40% of 3 l of water. State the answer in ml .
207
12.0 12.1
SHAPE 2D and 3D Name the shape 2D
1.
2.
5 cm
6 cm
12 cm 6 cm
3
4.
5.
6.
208
7
12.2 1.
3
8.
Drawing the shape 2D: Rectangle
Triangle
2.
4.
209
Square with 4 cm sides
Pentagon
5.
7.
12.3
1.
hexagon
circular
6.
octagon
8.
heptagon
a) Draw the lines of symmetry b) Find the number of lines of symmetry for each figure 2.
210
3
4.
5.
6.
7.
8.
12.4
Name the shape 3D
211
1.
2.
3
4.
5.
6.
212
12.5
Shape 3D : Drawing skill .
1.
Cone
2.
Cube
3
Cuboid
4.
Cyclinder
5.
Pyramid
6.
Sphere
213
12.6
Name the shape 3D based their charateristics.
1.
2. 1 vertex Has curve face 1 flat faces
3
No vertex All faces in curve
4. 8 vertices 4 flat faces with rectangular shape 2 flat faces with squares shape
No vertex Has a curve face 2 flat faces with circular shape
214
5.
6. 8 vertices 12 edges 6 flat faces with square shape
5 vertices 4 flat condong with iso triangle Fkat based with square shape
12.7 PERIMETER : 12.7.1 Complete the table of perimeter of rectangular No
Length (cm)
Breadth (cm)
1
1
16
2
2
15
3
3
14
4
4
13
5
5
12
6
6
11
7
7
10
8
8
9
9
9
8
10
10
7
11
11
6
12
12
5
Perimeter of rectangle (cm)
215
13
13
4
14
14
3
15
14
2
16
2.5
4
17
3.5
5
18
4.7
6
19
6.3
7
20
8.8
8
12.7.2
Calculate the perimeter of whole diagram
1.
2.
3 cm 8 cm 5 cm
3
4.
2 cm 10 cm
7 cm
216
5.
6.
4 cm 9 cm 6 cm
7.
8.
5 cm 11 cm
9.
8 cm
10.
8 cm 5 cm 3 cm
217
11
12.
3 cm 4 cm
9 cm
13.
6 cm
14.
10 cm
7 cm
8 cm
15.
5 cm
16.
13 cm
12 cm
12.7.3
9 cm
A diagram contain several squares with same size . Calculate perimeter, in cm, whole diagram
218
1.
2. 6 cm
4 cm
3
4.
3 cm
4 cm
5.
6.
6 cm
12.7.4
9 cm
A diagram contain several rectangular with same size .
219
Calculate perimeter, in cm, whole diagram
1.
2.
3 cm
3 cm 7 cm
7 cm 4 cm
3
4.
3 cm
7 cm
3 cm 7 cm
5.
6.
7 cm
9 cm
6 cm
4 cm
220
12.7.5
A diagram contain several equilateral triangles with same size . Calculate perimeter, in cm, whole diagram
1.
2.
7 cm 5 cm
3
4. 4 cm
6 cm
221
5.
6. 3 cm
4 cm
12.7.6
A diagram contain several isoceles triangles with the same size . Calculate perimeter, in cm, whole diagram
1.
2.
2 cm 5 cm 9 cm 3 cm
3
4.
5 cm
6 cm
6 cm
2 cm
222
5.
6. 5 cm 7 cm 2 cm 6 cm
12.7.7
A diagram contain several squares with the same size . Calculate the perimeter, in cm , shaded region .
1.
2. 6 cm
4 cm
223
3.
4.
4 cm
3 cm
5.
6.
9 cm
8 cm
12.7.8 A diagram contain several equilateral triangles with the same size . Calculate the perimeter, in cm , shaded region . 1.
2.
3 cm 6 cm
224
3.
4. 2 cm
8 cm
5.
6.
1 cm
9 cm
12.7.9
Calculate the perimeter, in cm, whole diagram
225
1.
2. 4 cm
Q
8 cm 9 cm
3 cm Q
Q is a square. Q is a square.
3
The diagram below consists three rectangles with the same size.
4.
The diagram below consists three rectangles with the same size.
3 cm 3 cm
2 cm 2 cm 6 cm
4 cm
5.
6.
3 cm
4 cm 9 cm
8 cm 3 cm 10 cm
12 cm
226 10 cm
12.7.10
Calculate the perimeter, in cm, shaded region.
1.
2.
9 cm
4 cm
Q
Q
9 cm
13 cm
Q is a square.
Q is a square.
3.
4.
10 cm
7 cm
Q
7 cm Q
12 cm Q is a equilateral triangle.
Q is a square.
5.
6. Q P
3 cm
Q P
4 cm
3 cm
6 cm
12 cm 3 cm 6 cm P and Q are a squares
P and Q are a equilateral triangles.
227
3 cm
12.8 AREA 12.8.1 Complete the table of area of rectangular No
Length (cm)
Breadth (cm)
1
3
8
2
4
7
3
5
6
4
6
5
5
7
4
6
8
3
7
9
2
8
10
3
9
11
4
10
12
5
11
13
6
12
14
7
13
13
8
14
12
9
Area of rectangular (cm²)
228
15
11
10
16
10
11
17
9
12
18
8
13
19
7
14
20
6
15
12.8.2 Complete the table of area of right angled triangle Length (cm)
Breadth (cm)
1
2
12
2
3
8
3
4
6
4
5
4
5
6
3
6
7
6
7
9
8
8
8
5
9
10
3
10
11
4
11
12
3
12
14
4
13
16
2
14
18
4
15
20
3
No
Area of rectangle (cm²)
229
Area of right angle triangle (cm²)
16
22
2
17
24
4
18
26
3
19
28
2
20
30
1
12.8.3 Complete Complete the table of area of triangular triangular ( has based) based) Base (cm)
height (cm)
1
2
10
2
3
12
3
4
8
4
5
4
5
6
3
6
7
2
7
8
7
8
9
6
9
10
9
10
9
6
11
8
5
12
7
6
13
6
7
14
5
8
15
4
20
No
Area of rectangle (cm²)
230
Area of triangular (cm²)
16
3
16
17
2
12
18
10
4
19
12
3
20
16
2
12.8.4
Calculate the area , in cm² , rectangles.
1.
2. 3 cm 15 cm 8 cm 2 cm
3
4.
2 cm
8 cm
10 cm 5 cm
5.
6. 5 cm
4 cm 9 cm
6 cm
231
7.
8.
7 cm
5 cm 11 cm
12.8.5
12 cm
Calculate the area, in cm² , squares
1.
2.
6 cm
5 cm
3
4.
8 cm
7 cm
232
5.
6.
2 cm
9 cm
7.
8.
3 cm
4 cm
12.8.6 12.8.6 Calcula Calculate te the area area,, in cm² , right angled angled triangle triangle 1.
2. 5 cm 4 cm
5 cm 3 cm 8 cm
233
5 cm
3
4.
8 cm
12 cm
10 cm
6 cm 5 cm
5.
6. 12 cm 15 cm
7 cm 4 cm
7.
8. 9 cm 7 cm 5 cm 7 cm
12.8.7
Calculate the area, in cm² , triangular ( ‘shape of mountain’ )
234
1.
2. 15 cm
5 cm 4 cm
12 cm
3
4.
16 cm
20 cm
9 cm
3 cm
5.
6.
5 cm 7 cm 18 cm
14 cm
7.
8.
20 cm 4 cm
7 cm
15 cm
235
12.8.8
All Q is a square . Calculate the area , in cm², whole diagram.
1.
2. Q
4 cm
12 cm Q 2 cm
6 cm
9 cm
3
4. 2 cm
7 cm
2 cm
m c 5
5 cm 8 cm
2 cm 10 cm
10 cm
5.
6. Q
3 cm
7 cm
5 cm
4 cm
12 cm
5 cm 2 cm
236
12.8.9
All Q is a square. Calculate the area, in cm ², shaede region.
1.
2.
Q
Q
5 cm
6cm
7 cm
3.
4.
2 cm
3 cm
5 cm
Q
Q
9 cm
8 cm
237
3 cm
5.
6. Q Q
2 cm
5 cm
2 cm
P
3 cm
8 cm
.
2 cm
.
12.9
6 cm
VOLUME OF CUBOID OF CUBE
12.9.1 Complete the table of volume of cuboid or cubes No
Length (cm)
Breadth (cm)
height (cm)
1
1
1
1
2
2
2
2
3
3
3
3
4
4
4
4
5
5
5
5
6
6
6
6
7
7
7
7
8
8
8
8
9
9
9
9
10
10
10
10
11
3
2
1
12
6
5
4
238
Volume of cubes/ cuboid (cm³)
13
8
7
1
14
9
8
2
15
5
4
3
16
6
5
2
17
7
6
3
18
10
9
1
19
12
2
2
20
15
3
3
12.9.2 Complete the table of volume of cuboid No
Area (cm²)
Breadth (cm)
1
10
1
2
9
2
3
8
3
4
20
4
5
15
5
6
14
6
No
Area (cm²)
Height (cm)
1
20
1
2
30
2
3
35
3
4
40
4
5
50
5
6
60
6
Volume of cuboid (cm³)
Volume of cuboid (cm³)
239
Area ( cm²)
Length (cm)
1
10
8
2
20
7
3
30
6
4
40
5
5
50
9
6
60
10
12.9.3
Volume of cuboid (cm³)
Calculate the volume, in cm³ , cuboid
1.
2. 4 cm
3 cm
8 cm
3 cm
2 cm
3
7 cm
4. 3 cm 7 cm 3 cm
6 cm
9 cm
1 cm 8 cm 9 cm
240
5.
6. 7 cm 2 cm 5 cm
7.
4 cm
8.
4 cm 7 cm
7 cm
12.9.4
Calculate the volume, in cm³ , cubes
1.
2.
2 cm 3 cm
3
4.
7 cm
8 cm
241
5.
6.
1 cm 5 cm
7.
8.
10 cm
9 cm
13.0
AVERAGE
13.1
Calculate the average each numbers.
242
1.
45 , 65 and 76
2.
5 , 44 and 71
3.
76 , 243 and 701
4.
465 ,90 and 3
5.
265 , 87 and 5
6.
65 , 200 and 44
243
7.
45 , 65 , 658 and 76
8.
5 , 7 , 44 and 76
9.
77 , 243 , 87 and 701
10.
466 ,90 , 23 and 45
11.
57 , 265 , 87 and 359
12.
65 , 876 , 200 and 43
244
13.
45 , 65 , 124 , 765 and 76
14.
5 , 7 , 874 , 44 and 75
15.
76 , 243, 165 , 123 and 704
16.
465 , 7 ,90 , 23 and 45
245
17.
57 , 265 , 87, 543 and 3
13.2
18.
65 , 876 , 200 , 765 and 44
Calculate the average of each number.
1. 40 sen , RM1.60 and 70 sen
2.
1.4 kg , 500 g and 800 g State the answer in g .
3.
4.
660 ml, 320 ml and 1.3 l State the answer in ml
40 minutes , 2 hours and 5 minutes State the answer in minutes.
246
5.
7.
1.3 m , 85 cm and 40 cm Stae the answer in cm.
40 sen , RM1.60 , RM8 and 80 sen
6.
8.
247
4km ,2.3 km and 300 m State the answer in m.
1.4 kg ,2.86 kg 500 g and 800 g State the answer in g.
9.
55 minutes, 8 minutes , 2 hours and 1 hour 25 minutes State the answer in minutes.
10.
660 ml, 1 l , 320 ml and 1.3 l State the answer in ml.
11.
3 km , 2.4 km , 800 m and 1 km 80 m State the answer in m.
12.
4m ,2.3 m , 36 cm and 30 cm State the answer in cm.
13.
40 sen , RM1.60 ,RM4 , RM3.95 and 75 sen
14.
248
1.4 kg , 500 g ,800 g 3.56 kg and 3 kg
15.
3 hours, 20 minutes ,35 minutes , 45 minutes and 1 hours 10 minutes. State the answer in minutes.
16.
660 ml, 1 l , 320 ml , 1.34 l and 1.3 l State the answer in ml.
17.
4.5m , 8 m , 40 cm , 25 cm and 3 m 5 cm state the answer in cm.
6.
4km ,2.3 km , 340 m , 560 m and 300 m
13.3
Problem solving : Calculate the average marks of each pupil. Question
Answer
249
1.
The table below shows the marks of three pupils.
Pupil Marks
2.
R 88
P 66
Q 56
R 88
S 30
The table below shows the marks of five pupils.
Pupil Marks
4.
Q 56
The table below shows the marks of four pupils.
Pupil Marks
3.
P 66
P 66
Q 56
R 88
S 30
T 40
The table below shows the marks of three pupils.
Pupil Marks
P 606
Q 556
R 884
250
13.4 1.
Problem solving : Calculate the average of each pupil . The table below shows the marks of three pupils. Pupil P Q R
3
5.
Marks 56 34 66
4.
Marks 56 34 66 60 44
Marks 356 544 456 236
6.
Marks 356 544 456
The table below shows the marks of five pupils. Pupil Faiz Aiman Punita Winnie Syzrin
251
Marks 56 34 66 60
The table below shows the marks of three pupils. Pupil Kuna Hafiz Mala
The table below shows the marks of four pupils. Pupil Areena Devan Rais I Xin
The table below shows the marks of four pupils. Pupil P Q R S
The table below shows the marks of five pupils. Pupil P Q R S T
2.
Marks 356 544 456 236 458
13.5
Average had been given : The average of each question is 15 . Calculate the value of x .
1.
3
35 , 7 ,x
2.
33 , 20 , 2 , 5 , x
4.
252
20 , 12 , 3 , x
45 , 10 , 3 , 16 , x
5.
23 , 8 , 13 , x
6.
2 , 17 , x
13.6
Problem solving : The average of each question is 65 . Calculate the value of X.
1.
The table below shows the marks of three pupils.
Pupils P Q R
2
Marks 96 34 X
The table below shows the marks of four pupils.
Pupil P Q R S
Marks 96 34 66 X
.
3
The table below shows the marks of five pupils. Pupil P Q R S T
Marks 96 34 66 76 X
4.
The table below shows the marks of three pupils.
Pupil Tevagi Joyah Lee
253
Marks 46 56 X
5.
The table below shows the marks of four pupils.
Pupil Ima Ema Uma Omo
13.7
No
1
2
6.
The table below shows the marks of five pupils.
Marks 56 34 66 X
Pupil Timah Fida Lim Kelvin Wee
Problem solving : average in daily life
Question
Marks 56 34 66 45 X
(3M)
Answer
Liza is 13 years old. Lili is 11 years 8 months old . The average age of the three girls is 12 years 10 months ? How old is Lela
In a mathematics test , the average mark of Amri, Bob, Chin , Din and Edri is 50. Amri and Bob score 94 marks altogether . Calculate the average mark of Chin , Din and Edri.
254
