# Unlike Fractions Comparison: Worksheets, Online Test and Calculators

Unlike fractions comparison worksheets, solved worksheet problems or exercises with step-by-step work, formative assessment as online test, calculator and more learning resources to learn, practice, assess and master the basic math skills of fraction.

## Unlike Fractions Comparison

Name
Date

1
10/7
5/9
2
10/1
7/4
3
10/9
1/6
4
5/4
2/7
5
3/2
4/3
6
8/6
6/10
7
6/7
5/6
8
4/1
10/7
9
4/2
1/6
10
5/1
5/4
11
7/1
10/7
12
9/4
2/6
13
7/8
6/10
14
5/4
5/9
15
9/2
1/8
16
6/1
10/2
17
4/1
6/7
18
8/6
4/7
19
7/8
5/9
20
8/1
4/5

Solved Worksheet Problems
1
10/7
>
5/9
find the LCM for unlike denominators
LCM(7, 9) = 63
make all denominators equal to each other by using LCM
107
=
10 x 637 x 63
=
10 x 963
=
9063
59
=
5 x 639 x 63
=
5 x 763
=
3563
compare the numerators
among the numerators, 90 is greater than 35
Therefore,
The greater Fraction is
107
The smaller Fraction is
59
2
10/1
>
7/4
find the LCM for unlike denominators
LCM(1, 4) = 4
make all denominators equal to each other by using LCM
101
=
10 x 41 x 4
=
10 x 44
=
404
compare the numerators
among the numerators, 40 is greater than 7
Therefore,
The greater Fraction is
101
The smaller Fraction is
74
3
10/9
>
1/6
find the LCM for unlike denominators
LCM(9, 6) = 18
make all denominators equal to each other by using LCM
109
=
10 x 189 x 18
=
10 x 218
=
2018
16
=
1 x 186 x 18
=
1 x 318
=
318
compare the numerators
among the numerators, 20 is greater than 3
Therefore,
The greater Fraction is
109
The smaller Fraction is
16
4
5/4
>
2/7
find the LCM for unlike denominators
LCM(4, 7) = 28
make all denominators equal to each other by using LCM
54
=
5 x 284 x 28
=
5 x 728
=
3528
27
=
2 x 287 x 28
=
2 x 428
=
828
compare the numerators
among the numerators, 35 is greater than 8
Therefore,
The greater Fraction is
54
The smaller Fraction is
27
5
3/2
>
4/3
find the LCM for unlike denominators
LCM(2, 3) = 6
make all denominators equal to each other by using LCM
32
=
3 x 62 x 6
=
3 x 36
=
96
43
=
4 x 63 x 6
=
4 x 26
=
86
compare the numerators
among the numerators, 9 is greater than 8
Therefore,
The greater Fraction is
32
The smaller Fraction is
43
6
8/6
>
6/10
find the LCM for unlike denominators
LCM(6, 10) = 30
make all denominators equal to each other by using LCM
86
=
8 x 306 x 30
=
8 x 530
=
4030
610
=
6 x 3010 x 30
=
6 x 330
=
1830
compare the numerators
among the numerators, 40 is greater than 18
Therefore,
The greater Fraction is
86
The smaller Fraction is
610
7
6/7
>
5/6
find the LCM for unlike denominators
LCM(7, 6) = 42
make all denominators equal to each other by using LCM
67
=
6 x 427 x 42
=
6 x 642
=
3642
56
=
5 x 426 x 42
=
5 x 742
=
3542
compare the numerators
among the numerators, 36 is greater than 35
Therefore,
The greater Fraction is
67
The smaller Fraction is
56
8
4/1
>
10/7
find the LCM for unlike denominators
LCM(1, 7) = 7
make all denominators equal to each other by using LCM
41
=
4 x 71 x 7
=
4 x 77
=
287
compare the numerators
among the numerators, 28 is greater than 10
Therefore,
The greater Fraction is
41
The smaller Fraction is
107
9
4/2
>
1/6
find the LCM for unlike denominators
LCM(2, 6) = 6
make all denominators equal to each other by using LCM
42
=
4 x 62 x 6
=
4 x 36
=
126
compare the numerators
among the numerators, 12 is greater than 1
Therefore,
The greater Fraction is
42
The smaller Fraction is
16
10
5/1
>
5/4
find the LCM for unlike denominators
LCM(1, 4) = 4
make all denominators equal to each other by using LCM
51
=
5 x 41 x 4
=
5 x 44
=
204
compare the numerators
among the numerators, 20 is greater than 5
Therefore,
The greater Fraction is
51
The smaller Fraction is
54
11
7/1
>
10/7
find the LCM for unlike denominators
LCM(1, 7) = 7
make all denominators equal to each other by using LCM
71
=
7 x 71 x 7
=
7 x 77
=
497
compare the numerators
among the numerators, 49 is greater than 10
Therefore,
The greater Fraction is
71
The smaller Fraction is
107
12
9/4
>
2/6
find the LCM for unlike denominators
LCM(4, 6) = 12
make all denominators equal to each other by using LCM
94
=
9 x 124 x 12
=
9 x 312
=
2712
26
=
2 x 126 x 12
=
2 x 212
=
412
compare the numerators
among the numerators, 27 is greater than 4
Therefore,
The greater Fraction is
94
The smaller Fraction is
26
13
7/8
>
6/10
find the LCM for unlike denominators
LCM(8, 10) = 40
make all denominators equal to each other by using LCM
78
=
7 x 408 x 40
=
7 x 540
=
3540
610
=
6 x 4010 x 40
=
6 x 440
=
2440
compare the numerators
among the numerators, 35 is greater than 24
Therefore,
The greater Fraction is
78
The smaller Fraction is
610
14
5/4
>
5/9
find the LCM for unlike denominators
LCM(4, 9) = 36
make all denominators equal to each other by using LCM
54
=
5 x 364 x 36
=
5 x 936
=
4536
59
=
5 x 369 x 36
=
5 x 436
=
2036
compare the numerators
among the numerators, 45 is greater than 20
Therefore,
The greater Fraction is
54
The smaller Fraction is
59
15
9/2
>
1/8
find the LCM for unlike denominators
LCM(2, 8) = 8
make all denominators equal to each other by using LCM
92
=
9 x 82 x 8
=
9 x 48
=
368
compare the numerators
among the numerators, 36 is greater than 1
Therefore,
The greater Fraction is
92
The smaller Fraction is
18
16
6/1
>
10/2
find the LCM for unlike denominators
LCM(1, 2) = 2
make all denominators equal to each other by using LCM
61
=
6 x 21 x 2
=
6 x 22
=
122
compare the numerators
among the numerators, 12 is greater than 10
Therefore,
The greater Fraction is
61
The smaller Fraction is
102
17
4/1
>
6/7
find the LCM for unlike denominators
LCM(1, 7) = 7
make all denominators equal to each other by using LCM
41
=
4 x 71 x 7
=
4 x 77
=
287
compare the numerators
among the numerators, 28 is greater than 6
Therefore,
The greater Fraction is
41
The smaller Fraction is
67
18
8/6
>
4/7
find the LCM for unlike denominators
LCM(6, 7) = 42
make all denominators equal to each other by using LCM
86
=
8 x 426 x 42
=
8 x 742
=
5642
47
=
4 x 427 x 42
=
4 x 642
=
2442
compare the numerators
among the numerators, 56 is greater than 24
Therefore,
The greater Fraction is
86
The smaller Fraction is
47
19
7/8
>
5/9
find the LCM for unlike denominators
LCM(8, 9) = 72
make all denominators equal to each other by using LCM
78
=
7 x 728 x 72
=
7 x 972
=
6372
59
=
5 x 729 x 72
=
5 x 872
=
4072
compare the numerators
among the numerators, 63 is greater than 40
Therefore,
The greater Fraction is
78
The smaller Fraction is
59
20
8/1
>
4/5
find the LCM for unlike denominators
LCM(1, 5) = 5
make all denominators equal to each other by using LCM
81
=
8 x 51 x 5
=
8 x 55
=
405
compare the numerators
among the numerators, 40 is greater than 4
Therefore,
The greater Fraction is
81
The smaller Fraction is
45

## Worksheet: Unlike Fractions Comparison

Unlike fractions comparison worksheet is the largest collection of practice problems and solved exercises which can be served as homework, classwork or assignment problems for the students to learn, practice, assess, iterate and master the skills of how to solve such fraction problems in basic mathematics.

Online Test
00:00
Start my Challenge
Choose the smaller fraction
23/30 or 8/13
Choose the smaller fraction
10/29 or 4/9
Choose the smaller fraction
2/10 or 15/18
Choose the greater fraction
9/10 or 10/27
Choose the greater fraction
3/8 or 25/8
Validate the fraction comaprison
21/28 and 11/28
Choose the smaller fraction
6/27 or 9/27
Validate the fraction comaprison
26/9 and 25/9
Choose the greater fraction
17/26 or 13/26
Choose the greater fraction
28/17 or 16/23

## Online Test: Unlike Fractions Comparison

This online test to find the unlike fractions comparison is a formative assessment which can be used as homework, classwork or assignment problems to assess and improve the learner's math skills on fraction.

### Fractions Comparison Calculator

Fraction A
Fraction B
5/9 > 3/8
5/9 is greater than 3/8
show workout

## Work with steps - Fractions Comparison

Question:
Which is Bigger or Smaller?
5/9 or 3/8
For fractions comparison, the denominators of given fractions must be equal to each other. If not, find the LCD and compare the fractions.
Find the LCD of fractions 5/9 and 3/8.
Factors of 9
 3 9 3 3 1
Factors of 8
 2 8 2 4 2 2 1

Factors of 9 = 3 x 3
Factors of 8 = 2 x 2 x 2
LCD = 2 x 2 x 2 x 3 x 3 = 72
Equivalent fractions with LCD
5/9=40/72
3/8=27/72
The denominators of each fractions are equal to each other.
Now, compare the numerators of fractions A and B. Among the numerators, 40 is greater than 27.
Therefore, 5/9 is greater than 3/8.

Fractions comparison calculator is a key tool for users to generate step-by-step work to quickly understand the calculation, solve the homework problems, solve the classwork problems, prepare the answer key document for summative and formative assessments or immediately verify the entire calculation for the user supplied input values.