# Subtracting Mixed FractionsCalculator

## Online Subtracting Mixed Fractions Calculator

### How to Subtract Mixed Fractions With Common Denominators

• F

You have to know that mixed numbers are a combination of a whole number and a proper fraction. Even though the plus signs aren't usually showing in mixed numbers (between the whole number and the proper fraction), there are actually added together.

Example:
3
 4 7
= 3 +
 4 7
• 1

If both fractions have the same denominator, they can be easily subtracted by subtracting the whole numbers together, the numerators together, and the denominator remaining the same

Example:
3
 4 7
-
2
 1 7
3
 4 7
-
2
 1 7
= 3 - 2 +
 4 7
-
 1 7
= 1 +
 4 - 1 7
=
1
 3 7
• 2

Simplify the fraction if possible, in this example, the result already simplified.

### Another way to Calculate Mixed Fractions

• There is another way to subtract mixed fractions, which can be used in all cases adding, subtracting, multiplying, and dividing

• 1

Convert both mixed fractions to improper fractions, then calculated like a proper fraction and finally simplify it.

To convert a mix fraction to improper fraction (improper fraction has the numerator bigger than denominator), keep the denominator the same, then for the numerator multiply the whole number by the denominator then added to the numerator

Example how to convert mixed fraction to improper fraction:

a
 b c
=
 a x c + b c
example:
3
 2 3
-
4
 3 4
3
 2 3
-
4
 3 4
=
 3 x 3 + 2 3
-
 4 x 4 + 3 4
=
 11 3
-
 19 4
=
 (11 x 4) - (19 x 3) 3 x 4
=
 -13 12
=
-1
 1 12

### How to Subtract Mixed Fractions With Different Denominators

• F

Subtracting mixed fractions with different denominators, we need first to make the fractions have the same denominators and subtract like the previous example.

Example:
4
 3 4
-
3
 2 3
• 1

Subtract the whole numbers together, and make the proper fractions have the same denominator. more about subtracting proper fractions click here

4
 3 4
-
3
 2 3
4
 3 4
-
3
 2 3
= 4 - 3 +
 3 4
-
 2 3
= 1 +
 3 x 3 4 x 3
-
 2 x 4 3 x 4
=
1
 1 12
• 2

Simplify the fraction if possible , in this example, the result already simplified.

#### 📌 Negative signs in fractions

Positive Fractions

 -1 -2
=
-
 1 -2
=
-
 -1 2
=
 1 2

Negative Fractions

 -1 2
=
 1 -2
=
-
 -1 -2
=
-
 1 2