Adding Fractions Resources
Adding fractions is another mathematical skill your child will start to learn around fourth grade along with learning how to multiply fractions. When learning how to add fractions, your student will also learn about least common denominators, or least common multiples. Dive into our resources to get started, or scroll below to see some adding fractions basics.
 Filter Results

 By Subject
 Math (6,771)
 Number Sense (2,010)
 Addition (1,146)
 Subtraction (932)
 Multiplication (590)
 Division (231)
 Fractions (364)
 Fractions and Fair Shares (5)
 Fractions on a Number Line (10)
 Fractions and Line Plots (5)
 Fractions and Parts of a Whole (43)
 Fractions and Parts of a Set (75)
 Equivalent Fractions (44)
 Whole Numbers as Fractions (6)
 Fractions and Money (3)
 Fractions and Time (2)
 Mixed Numbers and Improper Fractions (33)
 Comparing Fractions (28)
 Fractions and Metric Units (1)
 Adding Fractions (43)
 Adding Fractions with the Same Denominator (17)
 Adding Fractions with Unlike Denominators (21)
 Adding Mixed Number Fractions (10)
 Subtracting Fractions (28)
 Addition and Subtraction of Mixed Numbers (4)
 Decimal Fractions (16)
 Fractions and Area Models (7)
 Fractions and Equivalence (8)
 Multiplying Fractions (44)
 Division with Unit Fractions (9)
 Fractions and Tape Diagrams (3)
 Measurement (354)
 Time (224)
 Money Math (284)
 Data (555)
 Geometry (959)
 Puzzles and Brain Teasers (146)
 MultiStep Mixed Operations Word Problems (52)
 Reading & Writing (6,865)
 Science (3,899)
 Social Studies (2,641)
 Foreign Language (264)
 The Arts (220)

 Holidays & Seasons
 Fall (1)
 Halloween (3)
Adding Fractions Basics
Adding fractions can be a little difficult because in order to add fractions together, their denominators have to be the same. By first finding a common denominator or multiple, the fractions can then be added together using some general rules.General Rules
 Find a common denominator using the least common denominator method
 Add the numerators and put the sum over the common denominator
 Simplify if needed
Letâ€™s look at ^{1}⁄_{4} + ^{5}⁄_{6} :
 Find the least common multiple between 4 and 6. We can find multiples of a number by multiplying it by another number other than 0. The first three multiples of 4 are 4, 8, and 12, while the first three multiples of 6 are 6, 12, and 18. The smallest number that is a multiple between the two (the least common multiple) is 12.
 Once you have found a least common multiple to use as the least common denominator, multiply the denominator and numerator of each fraction by a number so that the denominator becomes the common denominator and the numerator changes to create equivalent fractions: ^{1}⁄_{4} x ^{3}⁄_{3} = ^{3}⁄_{12}, ^{5}⁄_{6} x ^{2}⁄_{2} = ^{10}⁄_{12}
 Continue to follow the rest of the general rules: ^{3}⁄_{12} + ^{10}⁄_{12} = ^{13}⁄_{12} = 1 ^{1}⁄_{12}
Now that you have a basic set of rules to follow when adding fractions, use our worksheets and exercises to practice!