BUKU KERTAS 2 02 - PDF Flipbook
BUKU KERTAS 2 02
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2
No TOPIC 10
1 Whole Numbers 18
2 Basic operation 28
3 Mixed operation 55
4 Fractions 74
5 Decimal Numbers 90
6 Percentage
7 Money 110
8 Time 135
9 Length 157
10 Mass 174
11 Volume of liquid 188
12 Shape 2D and shape 3D 218
13 Average
ANSWER
1
1.0 WHOLE NUMBERS Dalam nombor
1.1 Name the number up to 1 000 000
No Dalam perkataan
1 Dua ratus ribu dan dua
2 Lapan puluh ribu dan dua puluh
3 Enam puluh satu ribu dan tujuh
Lima ratus enam puluh ribu dan tiga
4 puluh tujuh
5 Dua raus empat ribu dan sepuluh
6 Eighty thousands and five hundreds
Seven hundred and two thousands
7 sixteen
Three hundred thousands and four
8 hundreds five
Forty seven thousands and eight
9 hundreds and six
10 Nineteen thousands and eighty nine
11 Eight hundred three thousands and fifty
12 Seventy five thousands and fifteen
13 Sixty thousands and nine
14 Five thousands and eighty one
Twenty five thousands and three
15 hundreds and two
Three hundred and two thousands and
16 eight hundred and three
17 Forty thousands and two hundreds
18 Fifty three thousands and forty four
19. Six hundred and six thousands six
hundreds three
20 Seven hundred thousands and two
2
Tulis dalam perkataan
Bil Nilai Nilai dalam perkataan
1 12 063
2 4 006
3 3 098
4 603 906
5 193 063
6 700 543
7 90 652
8 76 530
9 72 055
10 22 002
11 203 303
12 40 404
13 55 099
14 209 876
15 107 653
16 70 876
17 511 011
18 76 002
19. 753 000
20 76 307
3
1.3 Find the biggest value and the smallest value for 4 digit number.
No Question Biggest value Smallest value
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
4
1.4 State the place and digit value of bold numbers given
No Question Place value Digit value
Digit value
1 23 567
2 34 578
3 20 098
4 129 008
5 234 872
6 109 455
7 3 409
8 2 308
9 3 456
10 23 478
1.5 Find the place and digit value for numeral ‘4’
No Question Place value
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
5
1.6 Comparision between two number :
Thick ( ) for suitable statement.
No is bigger than Is smaller than
1 23 451
2 45 389 32 451
3 6 409 45 839
4 9 004 6 049
5 5 974 9 400
6 8 496 5 794
7 12 945 9 846
8 11 395 14 295
9 98 647 13 195
10 55 542 89 764
11 65 274 42 555
12 83 003 56 472
13 43 875 38 300
14 245 093 48 375
15 498 123 254 930
16 123 874 412 983
17 276 311 321 478
18 345 083 267 113
19 235 942 354 380
20 230 643 253 249
302 346
6
1.7 Comparison between several number.
No Arrange the number in Ascending order
1 12 063 , 21 630 , 16 320 , 61 023 , 32 160 , 10 623
2 3 098 , 3089 , 3 890 , 3 908 , 3 809 , 3 980
3 193 064 , 139 046 , 193 640 , 104 936 , 140 693
4 90 652 , 90 256 , 95 062 , 92 560 , 95 620 , 96 025
5 72 058 , 72 850 , 78 250 , 78 052 , 75 820 , 70 852
No 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 Tens hundreds Thousands
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
8
1.9 Round off the number to the nearest thousand ,ten thousands and
hundred thousands
No Question Thousand Ten thousands Hundred
1 273 451 thousands
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
9
2.0 BASIC OPERATION 3. 78 + 23 456 =
2.1 ADDITION : Solve in vertical form.
1. 2345 + 637 = 2. 7654 + 238 =
4. 87654 + 2729 = 5. 765 + 23 718 = 6. 15 965 + 6028 =
7. 568 + 12 386= 8. 76123 + 9282 = 9. 8765 + 12243 =
10. 765 + 65 434 = 11. 8 764 + 87 654 = 12. 87 649 + 3 987 =
10
2.2 SUBTRACTION : Solve in vertical form. 3. 7823 ― 456 =
1. 2345 ― 637 = 2. 7654 ― 238 =
4. 87654 ― 2729 = 5. 76523 ― 718 = 6. 15 965 ― 6028 =
7. 56812 ― 386= 8. 76123 ― 9282 = 9. 87657 ― 12243 =
10. 48 103 ―9181 = 11. 36943 ― 19 888 = 12. 70103 ― 7 474 =
11
2.3 MULTIPLICATION : Solve in vertical form / lattice
1. 2345 × 7 = 2. 7054 × 8 = 3. 7823 × 6 =
4. 8054 × 9 = 5. 765 × 23 = 6. 509 × 60 =
7. 568 × 12 = 8. 612 × 42 = 9. 1705 × 24 =
12
2.4 DIVISION : Solve using long division
1. 2345 ÷ 7 = 2. 7656 ÷ 8 = 3. 7836 ÷ 6 =
4. 87651 ÷ 9 = 5. 7656 ÷ 11 = 6. 714 ÷ 21 =
7. 5664 ÷ 32 = 8. 76120 ÷ 22 = 9. 8733 ÷ 41 =
13
2.5 PROBLEM SOLVING : TERMS OF MATHEMATIC
Question Answer
1. 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 : 291
Cows : 12 986
Calculate the number of animal altogether.
3. Diagram below shows the number of
pupils in SMY.
SMY Boys : 1 654
Girls : 1 953
Find the total of pupils in SMY
4. Table below shows the number of stamps
collected by two pupils
Pupils The number of stamps
Fahmi 2 874
Razak 916
Calculate the total of stamps had been
collected both of them.
14
Question Answer
5. There are 1350 pupils in a school . The
number of boys is 799 .
Calculate the number of girls in that
school.
6. Table below shows the number of
animals in the two zoos.
Zoo The number of animal
KL 3 568
Melaka 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 ?
15
Question Answer
9. A box contains 360 marbles .
How many marbles in 8 boxes?
10. 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.
12. There are 24 cans of drink in a box.
Calculate the cans in the same 12 boxes.
16
Question Answer
13. 352 pupils equally placed in the 8
classes.
Calculate the number of pupils in each
class.
14. 1152 participant had been divided
equally in 9 camps.
Calculate number of participants in
each camp.
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 ?
17
3.0 MIXED OPERATION
3.1 Operational + , - : Solve in vertical form.
1. 2345 + 637 - 2740 = 2. 7654 + 238 - 6090 =
3 87654 + 2729 - 79 570 = 4. 765 + 23 718 - 18 654 =
5. 568 + 12 386 - 7450 = 6. 76123 + 9282 - 45 876 =
18
3.2 Operational - + :Solve in vertical form.
1. 2345 ― 637 + 3876 = 2. 7654 ― 238 + 976 =
3. 87654 ― 2729 + 23 508 = 4. 76523 ― 718 + 4 590=
5. 56812 ― 386 + 234 = 6. 76123 ― 9282 + 78 =
19
3.3 Operational x ÷ : 2. 87 × 264 ÷ 8 =
1. 75 × 364 ÷ 7 =
4. 81 × 315 ÷ 9 = 5. 432 ÷ 6 × 23 =
5. 777 ÷ 11 × 12 = 6. 765 ÷ 15 × 42 =
20
3.4 Operational + × : Solve in vertical form.
1. 765 + 345 × 7 = 2. 987 + 54 × 8 =
3. 845 + 74 × 9 = 4. 234 + 75 × 23 =
5. 777 + 68 × 12 = 6. 765 + 61 × 42 =
21
3.5 Operational - × : Solve in vertical form.
1. 5400 ― 345 × 7 = 2. 9081 ― 754 × 8 =
4. 8054 ― 854 × 9 = 5. 5022 ― 765 × 3 =
7. 5600 ― 58 × 12 = 8. 8766 ― 72 × 32 =
22
3.6 Operational + ÷ : Solve in vertical form.
1. 765 + 2345 ÷ 7 = 2. 987 + 7656 ÷ 8 =
3. 945 + 87651 ÷ 9 = 4. 2300 + 7656 ÷ 11 =
5. 2543 + 5664 ÷ 32 = 6. 763 + 76120 ÷ 22 =
23
3.7 Operational - ÷ :Solve in vertival form.
1. 1200 ― 2345 ÷ 7 = 2. 1300 ― 7656 ÷ 8 =
3. 360 ― 765 ÷ 9 = 4. 3411 ― 7656 ÷ 11 =
5. 16530 ― 5664 ÷ 32 = 6. 45 200 ― 76120 ÷ 22 =
24
3.7 Bracket :Solve in vertival form.
1. (12000 ― 2347 ) ÷ 7 = 2. (1300 + 7656 ) × 8 =
3. ( 3060 ― 765) ÷ (10 ― 1 ) = 4. (341 × 7) + ( 656 × 8 ) =
5. (1656 ÷ 4 ) ― ( 567 ÷ 3 ) = 6. ( 45 212 + 16102 ) ÷ 22 =
25
3.9 Problem solving Answer
Question
1. 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?
26
Question Answer
5. 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.
6. The diagram below shows the number of
animal in a farm.
234 cows 7 634
goats
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.
How many Dali’s marbles left?
27
4.0 FRACTION Value in numeral
4.1 Name of the fraction in numeral.
No Value in word
1 Two over three
2 Eight over nine
3 one over seven
4 Five over six
5 Two over five
6 Four over five
7 two over seven
8 Three over four
9 seven over eight
10 Nine over ten
11 Eight over nine
12 Seven over eight
13 Six over seven
14 Five over eight
15 Two over three
16 Three over eight
17 Four over seven
18 Three over four
19. Six over ten
20 Seven over nine
28
4.2 Write in word of the fraction
No Fraction Fraction in word
12
7
1
23
1
34
1
42
2
53
3
65
5
77
1
86
3
97
1
10 8
1
11 9
1
12 10
3
13 4
3
14 8
4
15 5
6
16 7
17 8
9
18 4
9
19. 5
8
20 7
8
29
4.3 State the fraction of the whole diagram is shaded (1Mark)
1. 2. 3.
4. 5. 6.
7. 8. 9.
10. 11. 12.
30
4.4 Write 2 equivalent fraction
No Fraction 2 Equivalent Fraction
12
7
1
23
1
34
1
42
2
53
3
65
5
77
1
86
3
97
1
10 8
1
11 9
1
12 10
3
13 4
3
14 8
4
15 5
6
16 7
17 8
9
18 4
9
19. 5
8
20 7
8
31
4.5 Simplest the fraction ;
No Fraction Simplest No Fraction Simplest
16 6
8 21 18
8 8
2 12 22 24
4 4
36 23 48
6 6
4 10 24 54
6 6
5 14 25 42
6 6
6 16 26 48
4 14
7 10 27 42
4 24
8 14 28 40
4 27
9 18 29 36
6 24
10 21 30 30
8 18
11 14 31 45
8 8
12 20 32 40
8 32
13 18 33 56
10 16
14 12 34 24
10 35 21
15 14 49
10 36 16
16 16 56
17 10 37 25
18 40
18 12 38 12
16 30
19 10 39 25
20 45
20 12 40 12
20 36
32
4.6 State the fraction of the whole diagram is shaded (2M)
1. 2. 3.
4. 5. 6.
7. 8. 9.
10. 11. 12
33
4.7 Name of the mixed number Value in numeral
No Value in word
1 One two over three
2 Three eight over nine
3 Two one over seven
4 Four five over six
5 Three two over five
6 One four over five
7 Two two over seven
8 Three three over four
9 Four seven over eight
10 Five nine over ten
11 Six eight over nine
12 Seven seven over eight
13 Eight six over seven
14 Nine five over eight
15 One two over three
16 Four three over eight
17 Two four over seven
18 Three three over four
19. Four six over ten
20 Five seven over nine
34
4.8 Write in word of the mixed numbers
No Mixed number Mixed number in word
1 172
2 231
3 341
4 412
5 523
6 635
7 757
8 816
9 937
10 118
11 219
12 3110
13 434
14 538
15 645
16 767
17 889
18 994
19. 158
20 487
35
4.9 State the mixed number of the whole diagram is shaded (1M)
1. 2. 3.
4. 5. 6.
7. 8. 9.
36
4.10 State the mixed number of the whole diagram is shaded (2M)
1. 2. 3.
4. 5. 6.
7. 8. 9.
37
4.11 Convert the improper fraction into mixed number (1M)
No Improper Mixed No Improper Mixed
fraction number fraction number
13 21 13
2 2
7 22 16
22 3
7 23 9
33 5
14 24 9
45 7
10 25 9
53 4
12 26 23
67 7
14 27 20
75 7
14 28 14
89 5
22 29 15
93 2
13 30 11
10 3 7
12 31 12
11 5 7
7 32 15
12 6 7
5 33 11
13 4 10
22 34 11
14 7 3
5 35 11
15 3 2
7 36 21
16 4 5
38
17 13 37 17
4 8
18 22 38 17
5 7
19. 23 39 10
6 9
20 33 40 23
6 9
4.12 Convert the improper fraction into mixed number (2M)
No Improper Mixed No Improper Mixed
fraction number fraction number
16 21 18
4 4
8 22 22
26 6
15 23 25
36 15
14 24 25
4 10 10
10 25 9
54 6
12 26 21
68 14
14 27 35
76 15
15 28 14
89 4
24 29 15
9 10 6
21 30 18
10 6 14
12 31 12
11 8 8
10 32 15
12 6 9
12 33 45
13 8 10
22 34 18
14 8 8
15 35 22
15 10 8
14 36 21
16 8 9
39
17 16 37 42
12 12
18 20 38 18
8 16
19. 22 39 26
6 8
20 16 40 30
6 9
4.13 Convert the mixed number into improper fraction
No Mixed Improper No Mixed Improper
number fraction number fraction
1 1 1 21 3 1
2 6
2 2 1 22 4 1
3 4
3 3 1 23 5 2
4 5
4 4 1 24 6 1
2 6
5 5 1 25 7 1
3 4
6 6 1 26 8 2
4 5
7 7 1 27 9 1
2 6
8 8 1 28 1 1
3 5
9 9 1 29 2 5
4 6
10 1 2 30 317
3
11 2 1 31 4 1
2 5
12 3 3 32 5 5
4 6
13 4 2 33 6 1
3 7
14 5 1 34 7 1
2 5
15 6 3 35 8 5
4 6
16 7 2 36 9 1
3 7
40
17 8 1 37 1 4
2 5
18 9 2 38 2 2
3 7
19. 1 1 39 3 3
4 8
20 2 2 40 4 4
5 5
4.14 Number line : Find the missing number
No Question
1 011 221 3 421 5
2
0 2 11 123 2 3
2 3 1
0 3
3
1 114 121 143 212
2
0123 1 115
4 555
01 1 25 123
56 2 36
01 2 456 1 3
6 77 777 7
41
4.15 Comparison the two fraction
Thick ( ) for suitable statement.
No Is bigger than Is smaller than
12 4
7 7
1 2
23 3
3 1
34 4
1 1
43 2
2 2
53 5
3 3
67 5
5 4
77 7
1 1
86 5
3 3
97 8
1 1
10 8 7
11 217
12 319 291
13 443
14 538 3110
15 454
16 376 453
17 231
573
415
327
289
42
18 149 132
19. 241 258
20 334 358
4.16 Comparison between several fraction.
No Arrange the number in Ascending order
1 2 , 3 , 1 , 6 , 4
7 7 7 7 7
2 216 , 232 , 212 , 265 , 231
1 ,1, 1 , 3 , 1 1
34 2 4 2
4 1 , 2 , 1 , 9 , 4
10 5 2 10 5
5 431 , 4 , 432 , 5 2 ,5
3
No Arrange the number in descending order
1 198 , 132 , 194 , 195 , 113
2 1 , 2 , 4 , 8 ,31
9 3 9 9
3 317 , 376 , 374 , 476 , 357
43
4 1 , 7 , 1 , 3 , 1
2 8 4 4 8
5 587 , 521 , 543 , 538 , 581
4.17 Addition of fraction : Same denominator
No Question Answer No Question Answer
1 1 + 1 21 2 + 3
2 2 7 7
2 1 + 1 22 3 + 5
3 3 7 7
3 2 + 2 23 1 + 6
3 3 7 7
4 1 + 1 24 3 + 5
4 4 7 7
5 1 +43 25 3 + 6
4 7 7
6 3 + 3 26 1 + 3
4 4 8 8
7 1 + 1 27 3 + 5
5 5 8 8
8 1 + 2 28 7 + 5
5 5 8 8
9 1 + 3 29 1 + 5
5 5 8 8
10 1 + 4 30 3 + 7
5 5 8 8
11 2 + 2 31 1 + 5
5 5 9 9
12 2 + 3 32 2 + 5
5 5 9 9
13 2 + 4 33 4 + 7
5 5 9 9
14 3 + 3 34 7 + 5
5 5 9 9
15 3 + 4 35 8 + 7
5 5 9 9
16 4 + 4 36 1 + 3
5 5 10 10
17 1 + 5 37 3 + 7
6 6 10 10
44
18 5 + 5 38 7 + 7
6 6 10 10
19. 1 + 1 39 9 + 7
7 7 10 10
20 1 + 3 40 3 + 3
7 7 10 10
4.18 Addition of fraction : Different denominator
No Question Answer No Question Answer
1 1 + 1 21 3 + 5
2 4 4 8
1 + 3 22 3 + 7
2 4 4 8
2
1 + 1 23 1 + 1
2 6 6 3
3
1 + 5 24 5 + 1
2 6 6 3
4
1 + 1 25 1 + 1
2 8 9 3
5
1 + 3 26 2 + 1
2 8 9 3
6
1 + 5 27 4 + 1
2 8 9 3
7
1 + 7 28 5 + 1
2 8 9 3
8
1 + 1 29 7 + 1
2 10 9 3
9
1 + 3 30 1 + 1
2 10 2 3
10
1 + 7 31 1 + 2
2 10 4 3
11
1 + 9 32 2 + 2
2 10 5 3
12
1 + 2 33 4 + 2
6 3 7 3
13
2 + 5 34 1 + 2
3 6 2 5
14
1 + 1 35 1 + 2
4 8 3 5
15
1 + 3 36 3 + 2
4 8 7 3
16
45
17 1 + 5 37 1 + 1
4 8 5 4
18 1 + 7 38 1 + 1
4 8 5 6
19. 3 + 1 39 3 + 1
4 8 4 6
20 3 + 3 40 5 + 3
4 8 6 8
4.19 Addition fraction and mixed number : same denominator
No Question Answer
1 1 1 + 1
2 2
2 2 1 + 1
3 3
3 2 2 + 2
3 3
4 1 1 + 1
4 4
5 3 3 + 1
4 4
6 1 3 + 3
4 4
7 4 1 + 1
5 5
8 1 2 + 4
5 5
9 1 3 + 4
5 5
10 4 5 + 1
8 8
11 3 3 + 7
8 8
12 2 4 + 7
9 9
13 3 5 + 5
9 9
14 1 7 + 7
9 9
15 4 5 + 5
8 8
16 3 4 + 4
7 7
46
17 2 5 + 1
6 6
18 1 5 + 5
6 6
19. 4 4 + 6
7 7
20 3 3 + 5
7 7
4.20 Subtraction of fraction : Same denominator
No Question Answer No Question Answer
1 1 – 1 21 2 – 1
2 2 7 7
2 1 – 1 22 3 – 1
3 3 7 7
3 2 – 2 23 4 – 1
3 3 7 7
4 1 – 1 24 5 – 1
4 4 7 7
5 3 – 1 25 6 – 1
4 4 7 7
6 3 – 3 26 2 – 2
4 4 7 7
7 1 – 1 27 3 – 2
5 5 7 7
8 2 – 1 28 4 – 2
5 5 7 7
9 3 – 1 29 7 – 5
5 5 8 8
10 4 – 1 30 7 – 1
5 5 8 8
11 2 – 2 31 7 – 3
5 5 8 8
12 3 – 2 32 5 – 1
5 5 8 8
13 4 – 2 33 3 – 1
5 5 8 8
14 3 – 3 34 5 – 3
5 5 8 8
15 4 – 3 35 8 – 2
5 5 9 9
16 4 – 4 36 8 – 5
5 5 9 9
47
17 5 – 1 37 5 – 2
6 6 9 9
18 5 – 5 38 9 – 1
6 6 10 10
19. 1 – 1 39 7 – 3
7 7 10 10
20 6 – 1 40 9 – 7
7 7 10 10
4.21 Subtraction of fraction : different denominator
No Question Answer No Question Answer
1 1 – 1 21 3 – 5
2 4 4 8
2 3 – 1 22 7 – 3
4 2 8 4
3 1 – 1 23 1 – 1
2 6 3 6
4 5 – 1 24 5 – 1
6 2 6 3
5 1 – 1 25 1 – 1
2 8 3 9
6 1 – 3 26 1 – 2
2 8 3 9
7 5 – 1 27 4 – 1
8 2 9 3
8 7 – 1 28 5 – 1
8 2 9 3
9 1 – 1 29 7 – 1
2 10 9 3
10 3 – 3 30 8 – 1
4 10 9 3
11 7 – 1 31 2 – 1
10 2 3 9
12 9 – 1 32 2 – 2
10 2 3 9
13 3 – 1 33 2 – 4
4 6 3 9
14 5 – 2 34 5 – 5
6 3 6 9
15 1 – 1 35 7 – 2
4 8 9 3
16 3 – 1 36 8 – 2
8 4 9 3
48
17 5 – 1 37 1 – 1
8 6 5 10
18 7 – 1 38 7 – 1
8 4 10 5
19. 3 – 1 39 3 – 1
4 8 5 10
20 3 – 3 40 9 – 4
4 8 10 5
4.22 Subtraction within mixed number and fraction : same denominator.
No Question Answer
1 2 1 – 2
3 3
2 4 1 – 2
3 3
3 3 1 – 3
4 4
4 4 1 – 3
4 4
5 5 1 – 2
5 5
6 4 1 – 3
5 5
7 3 1 – 4
5 5
8 2 2 – 3
5 5
9 1 3 – 4
5 5
10 2 1 – 5
6 6
11 3 1 – 6
7 7
12 4 1 – 5
7 7
13 5 3 – 6
7 7
14 4 4 – 6
7 7
15 1 3 – 7
8 8
16 2 1 – 5
8 8
49
17 3 1 – 2
9 9
18 4 1 – 5
9 9
19 5 2 – 4
9 9
20 4 8
9 9
4 –
4.23 Multiplication fraction with a whole number.
No Question Answer Remain/ The rest
1 2 ×9
3
2 1 × 12
2
3 3 × 20
5
4 1 × 30
2
5 4 × 28
7
6 6 × 21
7
7 1 × 18
2
8 1 × 16
2
9 7 × 18
9
10 8 × 27
9
11 1 × 21
3
12 3 × 24
4
13 2 × 24
3
14 1 × 10
5
50
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