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Mixed numbers calculator to add, subtract, multiply and divide mixed numbers (mixed fractions), fractions and integers. Do math with mixed numbers and mixed fractions such as 1 1/2 or 3 5/8.
(You may like to read how to Convert from or to Mixed Fractions) Adding Mixed Fractions. To add mixed fractions: convert them to Improper Fractions; then add them (using Addition of Fractions) then convert back to Mixed Fractions; Like this:
To add mixed fractions with whole numbers, we add the whole number part of the mixed fraction with the given whole number and finally combine it with the fractional part to get the result. For example, \(3\dfrac{3}{5}\) + 4 = 3 + (3/5) + 4 = (3 + 4) + (3/5) = 7 + (3/5) = \(7\dfrac{3}{5}\)
To add mixed numbers, start by adding the whole numbers together. Next, find the lowest common denominator of both fractions and convert the fractions so they both have this denominator. Then, add the fractions by simply adding the numerators together.
Let's break this calculation down into steps. The method below allows you to partition the mixed numbers into fractions and whole numbers, so that you can add them separately.
To add two mixed numbers, you can separate the whole number and fraction parts. Add the whole numbers together as you normally would, and then find a common denominator to add the fractions. Once you have your sum, you may need to simplify the fraction for your final answer.
By using this online mixed fraction calculator you can easily add, subtract, multiply and divide mixed fractions. Fill in your two mixed numbers below and choose your action (add, subtract, multiply or divide).
A mixed fraction combines a whole number with a fraction, representing quantities more significant than a whole but less than the next whole number. For example, 2 1/2 (two and a half) is a mixed fraction.
Adding Mixed Fractions. To add two mixed fractions, add the whole number parts, then add the fractional parts.
Adding Mixed Fractions. We have a special (more advanced) page on Adding Mixed Fractions.