Fraction Calculator
Below is the Fraction Calculator that is capable of performing Addition, Subtraction, Multiplication, and Division of Fractions. All you have to do is simply enter the respective numerator and denominators of input fractions and hit the calculate button to avail the resultant value in seconds.
List of Fraction Calculators Online
Fraction is a part of a whole. Three important parts of a fraction are numerator, / and denominator. Solving fraction problems is not difficult with our collection of calculators. These Fraction Calculators are easy to use and beneficial during homework & assignments. Click the below links and calculate fraction problems easily.
What is a Fraction?
Fraction is a potion of the whole thing. It denotes equal parts of the whole and contains a numerator and denominator. In which the numerator denotes the number of parts taken and the denominator denotes the total number of equal parts in a whole.
For Example, 3/5 is a fraction in which 3 is the numerator and 5 is the denominator and 3 is the number of parts taken where the denominator 5 indicates the total number of parts in the whole.
Fractions Formulas
Below is the list of formulas for performing different operations on fractions
The formula for adding fractions is given by the equation a/b + c/d = (ad+bc)/bd
Subtraction of Fractions formula is given by the equation a/b - c/d = (ad-bc)/bd
Multiplication of Fractions formula is given by the expression a/b*c/d = ab/cd
Division of Fractions formula is a/b ÷ c/d = ad/bc
How do you Add Fractions?
The step-by-step procedure to add fractions is explained below. They are as follows
- The first and foremost step is to identify the denominators of the given fractions.
- If the denominators are different then use the LCM Method to get the denominator and rationalize them.
- Now, place the LCM Obtained as the Denominator and add the numerators.
- Simplify the fraction obtained and that is the resultant addition of fractions value.
Example:
Add Fractions 2/5 + 6/7
Solution:
Given Fractions are 2/5 and 6/7
- Step 1: Identify if the denominators are same or not.
- Step 2: Since denominators 5 and 7 are not equal we will find LCM(5,7) i.e. 35
- Step 3: Rationalizing the given fractions we have the equation as (2*7+6*5)/35
- Step 4: Therefore, the addition of fractions is 42/45 as we can’t simplify it further.
How to Subtract Fractions?
The procedure for subtracting fractions is given below. They are along the lines
- Firstly, check the denominators of given fractions.
- If they are the same simply subtract the numerators and keep the denominator unaltered and reduce the fraction to the lowest form.
- If the given fractions have unlike denominators using the LCM Method make it a common denominator and rationalize accordingly.
- Repeat the same step as in step 2 and the resultant value is the subtraction of given fractions.
Example:
Subtract Fractions 8/5 and 4/5
Solution:
Given Fractions are 8/5 and 4/5
- Step 1: Initially identify if the given fractions have the same denominator or not.
- Step 2: Here in this case since both of the fractions have the same denominator we will simply subtract the numerators i.e. 8-4.
- Step 3: The numerator is the result obtained in the earlier step and the denominator remains unaltered i.e. 4/5.
- Step 4: 4/5 is the resultant fraction after subtracting the given fractions.
How to Multiply Fractions?
Multiplication of Fractions is a simple technique and we will explain how you can proceed further. The steps are as follows
- Firstly, multiply the numerators to obtain the resultant numerator.
- Multiply the denominators to obtain the resultant denominator.
- Simplify the fraction obtained to its lowest form.
Example:
Multiply fractions 4/6 and 8/3?
Solution:
Given Fractions are 4/6 and 8/3
To multiply fractions we will simply multiply the numerators and denominators in both of them using the formula i.e. ab/cd = 4*8/6*3
The value obtained is 32/18
Simplifying it further to the lowest form we have 16/9
Thus, the resultant value after multiplying fractions is 16/9.
How to Divide Fractions?
Division of Fractions is the same as Multiplication of Fractions but with a slight difference.
It usually, involves the phenomenon of Keep, Change, and Flip. The procedure to divide fractions is mentioned below.
- Find the reciprocal of the second fraction and multiply with the first fraction.
- Now multiply numerators and denominators of both fractions
- Simplify the fraction further and that is the resultant value after dividing given fractions.
Example:
Divide Fractions 4/7 and 8/5?
Solution:
Given Fractions are 4/7 and 8/5
- Step 1: Firstly, find out the reciprocal of the second fraction i.e. 5/8.
- Step 2: Now multiply the numerators and denominators of both fractions i.e. 4/7*5/8 = 20/56
- Step 3: Reduce the fraction to its lowest form i.e. 5/14
- Step 4: Therefore, 5/14 is the division of fractions 4/7 and 8/5
How to Use the Fraction Calculator?
The procedure to use the Fraction Calculator is pretty simple and straightforward. Go through it and make your computations quick. They are along the lines
- Firstly, enter the input fractions in the calculator tool.
- Then, choose the arithmetic operation you want to perform on the given fractions.
- Later, click the calculate button.
- That's it you will get the resultant simplified output in no time along with detailed steps.
Get similar kinds of concepts all organized efficiently on linearequationscalculator.com a trusted portal and resolve all your doubts.
Sample Fraction Calculations
- 54/32 plus 27/40
- 77/29 plus 80/54
- 88/54 plus 68/61
- 29/84 plus 8/32
- 51/79 plus 56/7
- 88/12 plus 36/13
- 55/90 plus 48/54
- 57/26 plus 10/90
- 38/46 plus 31/15
- 33/57 plus 40/68
- 21/8 plus 85/64
- 29/45 plus 43/76
- 65/70 plus 67/80
- 66/28 plus 67/9
- 86/17 plus 54/16
- 16/70 plus 52/5
- 22/32 plus 63/20
- 46/29 plus 77/56
- 78/23 plus 69/73
- 15/7 plus 41/60
- 10/26 plus 66/21
- 25/39 plus 57/34
- 58/20 plus 90/11
- 75/14 plus 1/69
- 77/24 plus 76/14
- 22/9 plus 74/74
- 20/34 plus 35/77
- 23/6 plus 89/34
- 76/54 plus 1/9
- 71/58 plus 30/74
- 68/56 plus 29/84
- 65/75 plus 1/79
- 68/9 plus 33/77
- 17/48 plus 13/65
- 80/23 plus 73/10
- 89/2 plus 64/62
- 15/66 plus 59/1
- 13/56 plus 15/4
- 38/77 plus 46/32
- 30/1 plus 40/47
- 32/17 plus 13/39
- 8/16 plus 26/31
- 50/37 plus 65/36
- 64/55 plus 81/13
- 34/37 plus 40/4
- 73/31 plus 29/49
- 63/48 plus 4/67
- 13/84 plus 17/66
- 29/90 plus 54/67
- 28/62 plus 16/70
- 80/34 minus 81/56
- 7/5 minus 13/21
- 43/50 minus 85/45
- 33/29 minus 89/32
- 16/38 minus 53/9
- 30/48 minus 34/14
- 38/2 minus 44/44
- 35/78 minus 48/3
- 30/44 minus 5/30
- 20/54 minus 43/29
- 46/71 minus 80/62
- 8/45 minus 36/16
- 73/39 minus 1/7
- 52/14 minus 6/16
- 2/24 minus 74/70
- 27/12 minus 28/31
- 3/48 minus 63/56
- 12/8 minus 56/38
- 13/74 minus 88/28
- 57/46 minus 55/42
- 80/33 minus 83/27
- 68/32 minus 3/44
- 30/18 minus 58/55
- 42/47 minus 41/16
- 19/50 minus 70/26
- 10/2 minus 61/25
- 55/68 minus 25/60
- 3/42 minus 78/59
- 21/1 minus 20/63
- 63/59 minus 55/41
- 13/24 minus 56/63
- 42/25 minus 82/21
- 65/14 minus 61/64
- 55/7 minus 54/40
- 80/45 minus 6/42
- 44/75 minus 37/21
- 16/42 minus 3/47
- 12/77 minus 71/69
- 12/63 minus 82/24
- 8/35 minus 63/49
- 51/64 minus 49/52
- 69/2 minus 56/69
- 67/46 minus 2/22
- 9/36 minus 5/5
- 57/49 minus 45/21
- 49/36 minus 39/61
- 72/77 minus 76/69
- 67/6 minus 1/61
- 32/33 minus 29/28
- 67/40 minus 46/29
- 41/4 times 31/41
- 30/79 times 86/24
- 60/52 times 39/60
- 7/4 times 39/31
- 58/44 times 37/50
- 21/39 times 48/30
- 72/3 times 43/66
- 32/30 times 27/53
- 24/51 times 74/11
- 54/56 times 41/54
- 34/46 times 46/60
- 28/67 times 39/44
- 50/22 times 31/28
- 66/38 times 62/62
- 3/46 times 38/37
- 57/56 times 25/10
- 4/51 times 14/53
- 6/17 times 6/37
- 36/5 times 62/26
- 52/69 times 56/35
- 5/69 times 5/40
- 60/28 times 50/57
- 76/64 times 26/58
- 32/28 times 52/1
- 25/38 times 18/70
- 78/20 times 71/1
- 67/23 times 46/44
- 63/14 times 87/28
- 4/17 times 30/40
- 39/67 times 88/53
- 27/37 times 39/31
- 46/54 times 36/15
- 42/75 times 4/34
- 51/4 times 84/25
- 41/75 times 63/69
- 20/70 times 88/8
- 6/21 times 36/2
- 53/35 times 62/47
- 34/18 times 27/43
- 28/68 times 16/58
- 2/70 times 30/23
- 76/62 times 2/11
- 67/6 times 62/54
- 45/70 times 13/29
- 46/4 times 2/46
- 20/66 times 67/24
- 37/10 times 70/35
- 73/56 times 23/33
- 60/13 times 46/62
- 18/9 times 58/8
- 25/62 divide 14/65
- 8/60 divide 70/41
- 26/21 divide 21/13
- 19/33 divide 82/6
- 50/42 divide 24/53
- 39/18 divide 25/58
- 57/53 divide 85/7
- 19/77 divide 16/39
- 75/35 divide 59/16
- 2/37 divide 24/23
- 36/5 divide 15/6
- 39/61 divide 37/44
- 30/32 divide 60/24
- 39/49 divide 73/70
- 27/56 divide 61/51
- 38/63 divide 17/6
- 77/61 divide 34/56
- 32/44 divide 15/44
- 47/77 divide 40/25
- 73/7 divide 75/64
- 1/28 divide 72/54
- 19/75 divide 13/31
- 45/13 divide 50/10
- 62/36 divide 63/41
- 10/27 divide 30/57
- 41/74 divide 66/65
- 1/11 divide 10/21
- 73/24 divide 41/66
- 45/49 divide 8/17
- 11/61 divide 17/32
- 10/17 divide 52/16
- 59/69 divide 49/43
- 33/1 divide 53/41
- 75/36 divide 43/4
- 21/78 divide 50/53
- 23/26 divide 38/57
- 37/65 divide 79/37
- 62/34 divide 44/33
- 58/79 divide 11/64
- 76/45 divide 21/51
- 44/73 divide 72/1
- 5/10 divide 23/44
- 65/62 divide 34/14
- 61/65 divide 60/60
- 43/62 divide 32/64
- 38/25 divide 27/21
- 56/21 divide 5/19
- 66/74 divide 85/44
- 47/77 divide 90/38
- 73/61 divide 79/48
- Simplify 71/14
- Simplify 82/3
- Simplify 73/57
- Simplify 77/59
- Simplify 70/5
- Simplify 21/22
- Simplify 70/34
- Simplify 19/78
- Simplify 26/46
- Simplify 85/57
- Simplify 37/3
- Simplify 68/32
- Simplify 42/10
- Simplify 58/51
- Simplify 19/20
- Simplify 56/16
- Simplify 69/57
- Simplify 11/12
- Simplify 27/74
- Simplify 27/84
- Simplify 35/41
- Simplify 47/89
- Simplify 54/12
- Simplify 28/17
- Simplify 9/12
- Simplify 67/32
- Simplify 8/18
- Simplify 5/72
- Simplify 12/86
- Simplify 76/45
- Simplify 69/20
- Simplify 70/76
- Simplify 89/71
- Simplify 61/21
- Simplify 81/18
- Simplify 89/37
- Simplify 1/89
- Simplify 67/78
- Simplify 39/81
- Simplify 52/49
- Simplify 86/23
- Simplify 78/21
- Simplify 13/57
- Simplify 23/74
- Simplify 81/67
- Simplify 67/78
- Simplify 10/90
- Simplify 28/11
- Simplify 24/58
- Simplify 70/87
- Equivalent Fractions for 153/295
- Equivalent Fractions for 180/218
- Equivalent Fractions for 94/55
- Equivalent Fractions for 27/113
- Equivalent Fractions for 177/91
- Equivalent Fractions for 141/273
- Equivalent Fractions for 83/239
- Equivalent Fractions for 168/177
- Equivalent Fractions for 185/156
- Equivalent Fractions for 165/238
- Equivalent Fractions for 152/101
- Equivalent Fractions for 196/233
- Equivalent Fractions for 110/52
- Equivalent Fractions for 57/93
- Equivalent Fractions for 153/227
- Equivalent Fractions for 65/120
- Equivalent Fractions for 174/202
- Equivalent Fractions for 71/102
- Equivalent Fractions for 174/216
- Equivalent Fractions for 200/201
- Equivalent Fractions for 153/226
- Equivalent Fractions for 18/231
- Equivalent Fractions for 97/178
- Equivalent Fractions for 158/116
- Equivalent Fractions for 156/132
- Equivalent Fractions for 43/239
- Equivalent Fractions for 103/57
- Equivalent Fractions for 132/108
- Equivalent Fractions for 160/283
- Equivalent Fractions for 155/227
- Equivalent Fractions for 164/95
- Equivalent Fractions for 55/228
- Equivalent Fractions for 84/31
- Equivalent Fractions for 69/173
- Equivalent Fractions for 196/60
- Equivalent Fractions for 199/111
- Equivalent Fractions for 72/35
- Equivalent Fractions for 147/145
- Equivalent Fractions for 172/70
- Equivalent Fractions for 68/259
- Equivalent Fractions for 69/180
- Equivalent Fractions for 64/114
- Equivalent Fractions for 76/175
- Equivalent Fractions for 100/25
- Equivalent Fractions for 131/68
- Equivalent Fractions for 45/104
- Equivalent Fractions for 59/263
- Equivalent Fractions for 200/49
- Equivalent Fractions for 12/204
- Equivalent Fractions for 56/63
- 73.31 as a fraction
- 13.62 as a fraction
- 24.46 as a fraction
- 44.33 as a fraction
- 34.55 as a fraction
- 38.32 as a fraction
- 24.53 as a fraction
- 39.82 as a fraction
- 47.78 as a fraction
- 23.63 as a fraction
- 44.7 as a fraction
- 12.73 as a fraction
- 24.16 as a fraction
- 74.09 as a fraction
- 11.41 as a fraction
- 65.1 as a fraction
- 37.66 as a fraction
- 59.82 as a fraction
- 44.11 as a fraction
- 40.29 as a fraction
- 44.43 as a fraction
- 65.43 as a fraction
- 16.33 as a fraction
- 10.84 as a fraction
- 16.75 as a fraction
- 18.7 as a fraction
- 59.82 as a fraction
- 49.06 as a fraction
- 27.79 as a fraction
- 48.5 as a fraction
- 71.17 as a fraction
- 50.54 as a fraction
- 55.97 as a fraction
- 66.19 as a fraction
- 47.91 as a fraction
- 10.65 as a fraction
- 59.96 as a fraction
- 15.44 as a fraction
- 39.8 as a fraction
- 35.41 as a fraction
- 23.51 as a fraction
- 53.14 as a fraction
- 56.11 as a fraction
- 17.21 as a fraction
- 28.22 as a fraction
- 24.27 as a fraction
- 60.8 as a fraction
- 72.64 as a fraction
- 72.49 as a fraction
- 17.18 as a fraction
- 81 percent as fraction
- 32 percent as fraction
- 86 percent as fraction
- 66 percent as fraction
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- 97 percent as fraction
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- 42 percent as fraction
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- 81 percent as fraction
- 21/3 as decimal
- 46/52 as decimal
- 20/48 as decimal
- 25/61 as decimal
- 33/19 as decimal
- 12/33 as decimal
- 28/20 as decimal
- 42/10 as decimal
- 46/70 as decimal
- 44/26 as decimal
- 18/32 as decimal
- 32/43 as decimal
- 31/9 as decimal
- 16/15 as decimal
- 6/18 as decimal
- 28/32 as decimal
- 24/18 as decimal
- 27/68 as decimal
- 26/3 as decimal
- 17/8 as decimal
- 22/2 as decimal
- 15/3 as decimal
- 34/10 as decimal
- 13/52 as decimal
- 20/67 as decimal
- 35/2 as decimal
- 7/65 as decimal
- 36/38 as decimal
- 48/51 as decimal
- 30/11 as decimal
- 43/26 as decimal
- 50/30 as decimal
- 43/43 as decimal
- 5/25 as decimal
- 17/42 as decimal
- 9/16 as decimal
- 11/57 as decimal
- 3/26 as decimal
- 46/69 as decimal
- 1/68 as decimal
- 22/30 as decimal
- 35/2 as decimal
- 17/50 as decimal
- 21/52 as decimal
- 19/58 as decimal
- 17/17 as decimal
- 46/41 as decimal
- 24/2 as decimal
- 33/40 as decimal
- 45/14 as decimal
- 43/64 to percentage
- 33/33 to percentage
- 42/79 to percentage
- 52/34 to percentage
- 28/47 to percentage
- 50/28 to percentage
- 18/65 to percentage
- 54/70 to percentage
- 12/3 to percentage
- 20/55 to percentage
- 48/36 to percentage
- 5/76 to percentage
- 59/42 to percentage
- 4/41 to percentage
- 28/21 to percentage
- 11/50 to percentage
- 55/58 to percentage
- 43/67 to percentage
- 36/46 to percentage
- 42/50 to percentage
- 7/21 to percentage
- 18/19 to percentage
- 3/72 to percentage
- 58/2 to percentage
- 14/66 to percentage
- 15/24 to percentage
- 42/21 to percentage
- 47/2 to percentage
- 57/74 to percentage
- 50/53 to percentage
- 43/71 to percentage
- 42/72 to percentage
- 9/72 to percentage
- 36/11 to percentage
- 40/30 to percentage
- 33/77 to percentage
- 22/60 to percentage
- 19/55 to percentage
- 15/19 to percentage
- 36/56 to percentage
- 54/13 to percentage
- 7/64 to percentage
- 14/14 to percentage
- 40/51 to percentage
- 14/57 to percentage
- 45/61 to percentage
- 10/14 to percentage
- 6/50 to percentage
- 59/32 to percentage
- 57/64 to percentage
FAQs on Fraction Calculator Online
1. What operations does the Fraction Calculator support?
The Fraction Calculator over here supports Arithmetic Operations such as Addition, Subtraction, Multiplication, and Division.
2. Where do I get the Best Fraction Calculator Online for free?
You can get the Best Fraction Calculator for free on linearequationscalculator.com a trusted portal.
3. How do I use the Fraction Calculator present here?
You can simply enter the input fractions and choose the operation you want to perform and tap on the calculate button to obtain the result.