Let’s go through each fraction one by one and reduce it to its simplest form. To reduce a fraction, we find the greatest common factor (GCF) of the numerator and denominator, then divide both by that number.
---
Row 1:
-
24/52: GCF of 24 and 52 is 4 → 24÷4=6, 52÷4=13 →
6/13
-
27/72: GCF is 9 → 27÷9=3, 72÷9=8 →
3/8
-
56/84: GCF is 28 → 56÷28=2, 84÷28=3 →
2/3
-
48/96: GCF is 48 → 48÷48=1, 96÷48=2 →
1/2
---
Row 2:
-
14/32: GCF is 2 → 14÷2=7, 32÷2=16 →
7/16
-
90/106: GCF is 2 → 90÷2=45, 106÷2=53 →
45/53
-
96/128: GCF is 32 → 96÷32=3, 128÷32=4 →
3/4
-
58/87: GCF is 29 → 58÷29=2, 87÷29=3 →
2/3
---
Row 3:
-
45/50: GCF is 5 → 45÷5=9, 50÷5=10 →
9/10
-
39/78: GCF is 39 → 39÷39=1, 78÷39=2 →
1/2
-
54/63: GCF is 9 → 54÷9=6, 63÷9=7 →
6/7
-
56/72: GCF is 8 → 56÷8=7, 72÷8=9 →
7/9
---
Row 4:
-
168/192: GCF is 24 → 168÷24=7, 192÷24=8 →
7/8
-
75/81: GCF is 3 → 75÷3=25, 81÷3=27 →
25/27
-
42/54: GCF is 6 → 42÷6=7, 54÷6=9 →
7/9
-
66/88: GCF is 22 → 66÷22=3, 88÷22=4 →
3/4
---
Row 5:
-
128/132: GCF is 4 → 128÷4=32, 132÷4=33 →
32/33
-
25/60: GCF is 5 → 25÷5=5, 60÷5=12 →
5/12
-
120/144: GCF is 24 → 120÷24=5, 144÷24=6 →
5/6
-
64/80: GCF is 16 → 64÷16=4, 80÷16=5 →
4/5
---
Row 6:
-
64/96: GCF is 32 → 64÷32=2, 96÷32=3 →
2/3
-
45/60: GCF is 15 → 45÷15=3, 60÷15=4 →
3/4
-
147/168: GCF is 21 → 147÷21=7, 168÷21=8 →
7/8
-
62/93: GCF is 31 → 62÷31=2, 93÷31=3 →
2/3
---
Row 7:
-
27/99: GCF is 9 → 27÷9=3, 99÷9=11 →
3/11
-
39/52: GCF is 13 → 39÷13=3, 52÷13=4 →
3/4
-
42/88: GCF is 2 → 42÷2=21, 88÷2=44 →
21/44
-
64/72: GCF is 8 → 64÷8=8, 72÷8=9 →
8/9
---
Final Answer:
6/13, 3/8, 2/3, 1/2
7/16, 45/53, 3/4, 2/3
9/10, 1/2, 6/7, 7/9
7/8, 25/27, 7/9, 3/4
32/33, 5/12, 5/6, 4/5
2/3, 3/4, 7/8, 2/3
3/11, 3/4, 21/44, 8/9
Parent Tip: Review the logic above to help your child master the concept of reducing fractions worksheet lowest terms.