# Dividing a Rational Number by Rational: Worksheets, Online Test and Calculators

Dividing a rational number by rational 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.

Dividing a Rational Number by Rational
Name
Date

1
-3/4 ÷ 3/9 =

2
-5/6 ÷ -4/5 =

3
-5/6 ÷ -3/11 =

4
5/4 ÷ -11/4 =

5
-5/3 ÷ 3/5 =

6
-9/10 ÷ 22/15 =

7
-3/-11 ÷ 5/9 =

8
-8/19 ÷ -2/57 =

9
-4 3/4 ÷ 2 7/12 =

10
-2 1/3 ÷ 4 3/5 =

11
-2/6 ÷ -7/8 =

12
4/8 ÷ -5/7 =

13
-13/4 ÷ 3/19 =

14
3/7 ÷ -7/10 =

15
-15/6 ÷ -14/5 =

16
-5/6 ÷ 6/8 =

17
6/7 ÷ -3/4 =

18
-3/10 ÷ -8/9 =

19
3/6 ÷ -7/10 =

20
10/9 ÷ -3/8 =

Solved Worksheet Problems
Show All Workout
1
-3/4 ÷ 3/9 =
-9/4
Steps
-34
÷
39
=
-34
x
93
-3 x 94 x 3
=
-2712
simplify the fraction
GCF(27, 12) = -3
-2712
=
-27 ÷ -312 ÷ -3
=
-94
-34
÷
39
=
-94
2
-5/6 ÷ -4/5 =
25/24
Steps
-56
÷
-45
=
-56
x
5-4
-5 x 56 x -4
=
-25-24
simplify the fraction
GCF(25, -24) = -1
-25-24
=
-25 ÷ -1-24 ÷ -1
=
2524
-56
÷
-45
=
2524
3
-5/6 ÷ -3/11 =
55/18
Steps
-56
÷
-311
=
-56
x
11-3
-5 x 116 x -3
=
-55-18
simplify the fraction
GCF(55, -18) = -1
-55-18
=
-55 ÷ -1-18 ÷ -1
=
5518
-56
÷
-311
=
5518
4
5/4 ÷ -11/4 =
-5/11
Steps
54
÷
-114
=
54
x
4-11
5 x 44 x -11
=
20-44
simplify the fraction
GCF(20, -44) = -4
20-44
=
20 ÷ -4-44 ÷ -4
=
-511
54
÷
-114
=
-511
5
-5/3 ÷ 3/5 =
-25/9
Steps
-53
÷
35
=
-53
x
53
-5 x 53 x 3
=
-259
-53
÷
35
=
-259
6
-9/10 ÷ 22/15 =
-27/44
Steps
-910
÷
2215
=
-910
x
1522
-9 x 1510 x 22
=
-135220
simplify the fraction
GCF(135, 220) = 5
-135220
=
-135 ÷ 5220 ÷ 5
=
-2744
-910
÷
2215
=
-2744
7
-3/-11 ÷ 5/9 =
27/55
Steps
-3-11
÷
59
=
-3-11
x
95
-3 x 9-11 x 5
=
-27-55
simplify the fraction
GCF(27, -55) = -1
-27-55
=
-27 ÷ -1-55 ÷ -1
=
2755
-3-11
÷
59
=
2755
8
-8/19 ÷ -2/57 =
12
Steps
-819
÷
-257
=
-819
x
57-2
-8 x 5719 x -2
=
-456-38
simplify the fraction
GCF(456, -38) = -38
-456-38
=
-456 ÷ -38-38 ÷ -38
=
121
= 12
-819
÷
-257
=
12
9
-4 3/4 ÷ 2 7/12 =
-39/31
Steps
Convert the mixed fraction into fraction
-4
34
=
(-4 x 4) + 34
=
-16 + 34
=
-134
2
712
=
(2 x 12) + 712
=
24 + 712
=
3112
-134
÷
3112
=
-134
x
1231
-13 x 124 x 31
=
-156124
simplify the fraction
GCF(156, 124) = -4
-156124
=
-156 ÷ -4124 ÷ -4
=
-3931
-4
34
÷
2
712
=
-3931
10
-2 1/3 ÷ 4 3/5 =
-25/69
Steps
Convert the mixed fraction into fraction
-2
13
=
(-2 x 3) + 13
=
-6 + 13
=
-53
4
35
=
(4 x 5) + 35
=
20 + 35
=
235
-53
÷
235
=
-53
x
523
-5 x 53 x 23
=
-2569
-2
13
÷
4
35
=
-2569
11
-2/6 ÷ -7/8 =
8/21
Steps
-26
÷
-78
=
-26
x
8-7
-2 x 86 x -7
=
-16-42
simplify the fraction
GCF(16, -42) = -2
-16-42
=
-16 ÷ -2-42 ÷ -2
=
821
-26
÷
-78
=
821
12
4/8 ÷ -5/7 =
-7/10
Steps
48
÷
-57
=
48
x
7-5
4 x 78 x -5
=
28-40
simplify the fraction
GCF(28, -40) = 4
28-40
=
28 ÷ 4-40 ÷ 4
=
-710
48
÷
-57
=
-710
13
-13/4 ÷ 3/19 =
-247/12
Steps
-134
÷
319
=
-134
x
193
-13 x 194 x 3
=
-24712
-134
÷
319
=
-24712
14
3/7 ÷ -7/10 =
-30/49
Steps
37
÷
-710
=
37
x
10-7
3 x 107 x -7
=
30-49
simplify the fraction
GCF(30, -49) = 1
30-49
=
30 ÷ 1-49 ÷ 1
=
-3049
37
÷
-710
=
-3049
15
-15/6 ÷ -14/5 =
25/28
Steps
-156
÷
-145
=
-156
x
5-14
-15 x 56 x -14
=
-75-84
simplify the fraction
GCF(75, -84) = -3
-75-84
=
-75 ÷ -3-84 ÷ -3
=
2528
-156
÷
-145
=
2528
16
-5/6 ÷ 6/8 =
-10/9
Steps
-56
÷
68
=
-56
x
86
-5 x 86 x 6
=
-4036
simplify the fraction
GCF(40, 36) = -4
-4036
=
-40 ÷ -436 ÷ -4
=
-109
-56
÷
68
=
-109
17
6/7 ÷ -3/4 =
-8/7
Steps
67
÷
-34
=
67
x
4-3
6 x 47 x -3
=
24-21
simplify the fraction
GCF(24, -21) = 3
24-21
=
24 ÷ 3-21 ÷ 3
=
-87
67
÷
-34
=
-87
18
-3/10 ÷ -8/9 =
27/80
Steps
-310
÷
-89
=
-310
x
9-8
-3 x 910 x -8
=
-27-80
simplify the fraction
GCF(27, -80) = -1
-27-80
=
-27 ÷ -1-80 ÷ -1
=
2780
-310
÷
-89
=
2780
19
3/6 ÷ -7/10 =
-5/7
Steps
36
÷
-710
=
36
x
10-7
3 x 106 x -7
=
30-42
simplify the fraction
GCF(30, -42) = 6
30-42
=
30 ÷ 6-42 ÷ 6
=
-57
36
÷
-710
=
-57
20
10/9 ÷ -3/8 =
-80/27
Steps
109
÷
-38
=
109
x
8-3
10 x 89 x -3
=
80-27
simplify the fraction
GCF(80, -27) = -1
80-27
=
80 ÷ -1-27 ÷ -1
=
-8027
109
÷
-38
=
-8027

## Worksheet: Dividing a Rational Number by Rational

Dividing a rational number by rational 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
4/-10 ÷ -10/4 = ?
-3/5 ÷ -5/-7 = ?
-7/-2 ÷ -1/-10 = ?
-10/-7 ÷ 1/-13 = ?
-13/-5 ÷ -9/10 = ?
-5/-2 ÷ 5/-6 = ?
-11/-7 ÷ 8/-2 = ?
-6/10 ÷ -10/5 = ?
-8/10 ÷ -2/-13 = ?
-10/-11 ÷ -13/-4 = ?

## Online Test: Dividing a Rational Number by Rational

This online test to find the dividing a rational number by rational 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.

Input 1
Operation
Input 2
5/3 -8/5 = 1/15
show workout

## Work with steps - Fraction Subtraction

Question:
5/3 - 8/5 = ?
53
-
85
Find the lcm for both denominators
lcm_tools(3, 5) = 15
Make all the denominators equal to each other
53
=
5 x 153 x 15
=
5 x 515
=
2515
85
=
8 x 155 x 15
=
8 x 315
=
2415
2515
-
2415
=
25 - 2415
=
115
53
-
85
=
1/15

Fraction 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.