![]() ![]() Decomposing a fraction is not limited to splitting the fraction into two addends. This is just one way to decompose a fraction.As seen in the last column, you can replace the numerators with these pairs.Another way is to list pairs that would have the value n as the sum:.The sum of the unit fractions is one way to decompose fractions. With this, we can understand that a fraction can be decomposed into a sum of smaller units. To review, the simplest of a fraction is the unit fraction having a numerator 1.After, you can try it with three addends. List the numbers that will add up to the number of the numerator starting with 1 + (n – 1), then 2 + (n – 2), then 3 + (n – 3).This is the simplest way to decompose a fraction. Start by decomposing the fraction into the unit fractions.When decomposing fractions, take note of the following:.At the end of the lesson, with the understanding of addition and subtraction of fractions, the student will be able to separate a bigger fraction into smaller fractions not limited to pairs, but also three or more smaller fractions.Key Facts & Information LEARNING OBJECTIVE See the fact file below for more information on the decompose fractions or alternatively, you can download our 26-page Numbers and Operations – Fractions: Decompose Fractions CCSS 4.NF.3b worksheet pack to utilise within the classroom or home environment. ![]() To review, the simplest of a fraction is the unit fraction having a numerator 1. Numbers and Operations – Fractions: Decompose Fractions CCSS 4.NF.3b Worksheets.Download the Numbers and Operations – Fractions: Decompose Fractions CCSS 4.NF.3b Facts & Worksheets. ![]()
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