Fish Tank Fractions Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions The fish are going to be put into different tanks but it needs to be decided what fraction of the fish gets put into each tank. There are 12 fish. What fractions of the fish can you calculate? How many different answers are there?
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Fish Tank Fractions
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
The fish are going to be put into different tanks but it needs to be decided what fraction of the fish gets put into each tank.There are 12 fish.What fractions of the fish can you calculate? How many different answers are there?
Fish Tank Fractions AnswersThe fish are going to be put into different tanks but it needs to be decided what fraction of the fish gets put into each tank.There are 12 fish.What fractions of the 12 fish can you calculate?
By dividing 12 by the denominator and then multiplying by the numerator (giving whole number answers for both calculations), the following fractions of 12 can be found:
Multiple other fractions of 12 can be found by finding equivalent fractions of the fractions used above. Examples of these include:
Whole number fractions could also be given, for example: of 12 = 12.
of 12 = 6
of 12 = 4
of 12 = 8
of 12 = 3
of 12 = 6
of 12 = 9
of 12 = 2
of 12 = 4
of 12 = 3
of 12 = 6
of 12 = 9
of 12 = 4
of 12 = 8
of 12 = 6
of 12 = 6
of 12 = 8
of 12 = 10
of 12 = 1
of 12 = 2
of 12 = 3
of 12 = 4
of 12 = 5
of 12 = 6
of 12 = 7
of 12 = 8
of 12 = 9
of 12 = 10
of 12 = 11
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
12
28
36
612
14
39
112
912
13
48
46
712
24
69
212
1012
16
412
23
68
56
812
34
510
22
312
1112
26
512
Fish Tank Fractions
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
The fish are going to be put into different tanks but it needs to be decided what fraction of the fish gets put into each tank.There are 36 fish.What fractions of the fish can you calculate? How many different answers are there?
Fish Tank Fractions AnswersThe fish are going to be put into different tanks but it needs to be decided what fraction of the fish gets put into each tank.There are 36 fish.What fractions of the fish can you calculate?
By dividing 36 by the denominator and then multiplying by the numerator (giving whole number answers for both calculations), the following fractions of 36 can be found:
of 36 = 18
of 36 = 12
of 36 = 24
of 36 = 9
of 36 = 18
of 36 = 27
of 36 = 6
of 36 = 12
of 36 = 18
of 36 = 24
of 36 = 30
of 36 = 4
of 36 = 8
of 36 = 12
of 36 = 16
of 36 = 20
of 36 = 24
of 36 = 28
of 36 = 32
of 36 = 3
of 36 = 6
of 36 = 9
of 36 = 12
of 36 = 15
of 36 = 18
of 36 = 21
of 36 = 24
of 36 = 27
of 36 = 30
of 36 = 33
of 36 = 2
of 36 = 4
of 36 = 6
of 36 = 8
of 36 = 10
of 36 = 12
of 36 = 14
of 36 = 16
of 36 = 18
of 36 = 20
of 36 = 22
of 36 = 24
of 36 = 26
of 36 = 28
of 36 = 30
of 36 = 32
of 36 = 34
of 36 = 1
of 36 = 2
of 36 = 3
of 36 = 4
of 36 = 5
of 36 = 6
of 36 = 7
of 36 = 8
of 36 = 9
of 36 = 10
of 36 = 11
of 36 = 12
of 36 = 13
of 36 = 14
of 36 = 15
of 36 = 16
of 36 = 17
of 36 = 18
of 36 = 19
of 36 = 20
of 36 = 21
of 36 = 22
of 36 = 23
of 36 = 24
of 36 = 25
of 36 = 26
of 36 = 27
of 36 = 28
of 36 = 29
of 36 = 30
of 36 = 31
of 36 = 32
of 36 = 33
of 36 = 34
of 36 = 35
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
12
1318
436
312
1736
1112
2536
14
1618
736
1236
612
2036
318
2836
818
3336
13
1418
536
412
1836
118
2636
24
1718
836
1336
712
2136
418
2936
918
3436
236
1036
112
1536
912
2336
618
3136
1118
23
1518
636
512
1936
218
2736
34
136
936
1436
812
2236
518
3036
1018
3536
3646
16
56
26
336
19
69
29
79
49
39
89
59
1136
212
1636
1012
2436
718
3236
1218
Multiple other fractions of 36 can be found by finding equivalent fractions of the fractions used above. Examples of these include:
Whole number fractions could also be given, for example: of 36 = 36.
of 36 = 9
of 36 = 18
of 36 = 27
of 36 = 18
of 36 = 18
of 36 = 12
of 36 = 24
of 36 = 9
of 36 = 18
of 36 = 27
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
28
1015
510
816
48
416
714
1216
68
515
22
Fish Tank Fractions
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
The fish are going to be put into different tanks but it needs to be decided what fraction of the fish gets put into each tank.There are 60 fish.What fractions of the fish can you calculate? How many different answers are there?
Fish Tank Fractions AnswersThe fish are going to be put into different tanks but it needs to be decided what fraction of the fish gets put into each tank.There are 60 fish.What fractions of the fish can you calculate?
By dividing 60 by the denominator and then multiplying by the numerator (giving whole number answers for both calculations), the following fractions of 60 can be found:
of 60 = 30
of 60 = 20
of 60 = 40
of 60 = 15
of 60 = 30
of 60 = 45
of 60 = 12
of 60 = 24
of 60 = 36
of 60 = 48
of 60 = 10
of 60 = 20
of 60 = 30
of 60 = 40
of 60 = 50
of 60 = 6
of 60 = 12
of 60 = 18
of 60 = 24
of 60 = 30
of 60 = 36
of 60 = 42
of 60 = 48
of 60 = 54
of 60 = 5
of 60 = 10
of 60 = 15
of 60 = 20
of 60 = 25
of 60 = 30
of 60 = 35
of 60 = 40
of 60 = 45
of 60 = 50
of 60 = 55
of 60 = 4
of 60 = 8
of 60 = 12
of 60 = 16
of 60 = 20
of 60 = 24
of 60 = 28
of 60 = 32
of 60 = 36
of 60 = 40
of 60 = 44
of 60 = 48
of 60 = 52
of 60 = 56
of 60 = 3
of 60 = 6
of 60 = 9
of 60 = 12
of 60 = 15
of 60 = 18
of 60 = 21
of 60 = 24
of 60 = 27
of 60 = 30
of 60 = 33
of 60 = 36
of 60 = 39
of 60 = 42
of 60 = 45
of 60 = 48
of 60 = 51
of 60 = 54
of 60 = 57
of 60 = 2
of 60 = 4
of 60 = 6
of 60 = 8
of 60 = 10
of 60 = 12
of 60 = 14
of 60 = 16
of 60 = 18
of 60 = 20
of 60 = 22
of 60 = 24
of 60 = 26
of 60 = 28
of 60 = 30
of 60 = 32
of 60 = 34
of 60 = 36
of 60 = 38
of 60 = 40
of 60 = 42
of 60 = 44
of 60 = 46
of 60 = 48
of 60 = 50
of 60 = 52
of 60 = 54
of 60 = 56
of 60 = 58
of 60 = 1
of 60 = 2
of 60 = 3
of 60 = 4
of 60 = 5
of 60 = 6
of 60 = 7
of 60 = 8
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
12
815
220
710
1520
1730
612
430
2530
14
1115
520
1020
112
1820
2030
912
730
2830
315
1230
460
13
915
320
810
1620
1830
712
530
2630
24
1215
620
1120
212
1920
2130
1012
830
2930
415
1330
560
1530
760
1415
820
510
1320
412
230
2330
115
1030
260
615
23
1015
420
910
1720
1930
812
630
2730
34
1315
720
1220
312
130
2230
1112
930
160
515
1430
660
1630
860
16
3545
1525
120
26
210
36
310
56
46
410
110
920
610
1420
512
330
2430
215
1130
360
715
Multiple other fractions of 60 can be found by finding equivalent fractions of the fractions used above. Examples of these include:
of 60 = 9
of 60 = 10
of 60 = 11
of 60 = 12
of 60 = 13
of 60 = 14
of 60 = 15
of 60 = 16
of 60 = 17
of 60 = 18
of 60 = 19
of 60 = 15
of 60 = 30
of 60 = 45
of 60 = 20
of 60 = 40
of 60 = 30
of 60 = 15
of 60 = 30
of 60 = 20
of 60 = 21
of 60 = 22
of 60 = 23
of 60 = 24
of 60 = 25
of 60 = 26
of 60 = 27
of 60 = 28
of 60 = 29
of 60 = 30
of 60 = 45
of 60 = 10
of 60 = 20
of 60 = 30
of 60 = 40
of 60 = 50
of 60 = 20
of 60 = 40
of 60 = 31
of 60 = 32
of 60 = 33
of 60 = 34
of 60 = 35
of 60 = 36
of 60 = 37
of 60 = 38
of 60 = 39
of 60 = 40
of 60 = 41
of 60 = 30
of 60 = 5
of 60 = 10
of 60 = 15
of 60 = 20
of 60 = 25
of 60 = 30
of 60 = 35
of 60 = 42
of 60 = 43
of 60 = 44
of 60 = 45
of 60 = 46
of 60 = 47
of 60 = 48
of 60 = 49
of 60 = 50
of 60 = 51
of 60 = 52
of 60 = 40
of 60 = 45
of 60 = 50
of 60 = 55
of 60 = 12
of 60 = 24
of 60 = 36
of 60 = 48
of 60 = 53
of 60 = 54
of 60 = 55
of 60 = 56
of 60 = 57
of 60 = 58
of 60 = 59
of 60 = 30
of 60 = 20
of 60 = 40
of 60 = 15
of 60 = 30
of 60 = 45
Maths | Year 4 | Fractions | Problem Solving | Lesson 3 of 3: Pet Shop Fractions
4860
15252025
3560
824
2260
618
960
28
5660
728
4360
1824
3060
1760
5160
3860
2560
1518
1260
39
5960
4660
525
3360
424
2060
1216
4960
3660
1024
2360
918
1060
48
5760
1428
4460
2024
3160
1122
1860
5260
3960
2660
7211421
1360
69
4760
1025
3460
624
2160
318
5460
927
4160
2860
1560
416816
5060
3760
12241424
2460
1218
1160
68
5860
2128
4560
2224
3260
224
1960
5360
1326
4060
2760
1460
714
5560
1827
4260
1624
2960
1660
Whole number fractions could also be given, for example: of 60 = 60.22
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