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Master the Curriculum

Fractions

Y3

Interpret and write proper fractions to represent 1 or several parts of a whole that is divided into equal parts (1)

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Year 3Fractions

Interpret and write proper fractions to represent 1 or several parts of a whole that is divided into equal parts (1)

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Pupils should learn that when a whole is divided into equal parts, fraction notation can be used to describe the size of each equal part relative to the whole. Because it is the size of a part relative to the whole which determines the value of a fraction, it is important that pupils talk about, and identify, both the whole and the part from the start of their work on fractions. They should not begin, for example, by talking about ‘1 out of 3 parts’ without reference to a whole. Pupils should begin by working with concrete resources and diagrams. First they should learn to identify the whole and the number of equal parts, then to describe one particular equal part relative to the whole. Language focus “The whole is divided into 3 equal parts. 1 of these parts is shaded.” Pupils must be able to use this precise language to describe a unit fraction of a: shape/area (as in the above example) measure (for example, a length of ribbon or a beaker of water) set (for example, a group of sheep where all are white except one, which is black). Pupils should then learn to interpret and write unit fractions, relating to these contexts, using mathematical notation. They should continue to describe the whole, the number of parts and the particular part, and relate this to the written fraction. Language focus “The whole is divided into 3 equal parts. Each part is one-third of the whole.” A clear understanding of unit fractions is the foundation for all future fractions concepts. Pupils should spend sufficient time working with unit fractions to achieve mastery before moving on to non-unit fractions. Pupils should learn that a non-unit fraction is made up of a quantity of unit fractions. They should practise using unitising language to describe, for example, 5 eighths as 5 one-eighths (here, we are unitising in eighths). Language focus “The whole is divided into 8 equal parts and 5 of those parts are shaded. 5/8 of the shape is shaded. 5/8 is 5 one-eighths.” Pupils should also experRead more

Pupils should learn that when a whole is divided into equal parts, fraction notation can be used to describe the size of each equal part relative to the whole. Because it is the size of a part relative to the whole which determines the value of a fraction, it is important that pupils talk about, and identify, both the whole and the part from the start of their work on fractions. They should not begin, for example, by talking about ‘1 out of 3 parts’ without reference to a whole. Pupils should begin by working with concrete resources and diagrams. First they should learn to identify the whole and the number of equal parts, then to describe one particular equal part relative to the whole. Language focus “The whole is divided into 3 equal parts. 1 of these parts is shaded.” Pupils must be able to use this precise language to describe a unit fraction of a: shape/area (as in the above example) measure (for example, a length of ribbon or a beaker of water) set (for example, a group of sheep where all are white except one, which is black). Pupils should then learn to interpret and write unit fractions, relating to these contexts, using mathematical notation. They should continue to describe the whole, the number of parts and the particular part, and relate this to the written fraction. Language focus “The whole is divided into 3 equal parts. Each part is one-third of the whole.” A clear understanding of unit fractions is the foundation for all future fractions concepts. Pupils should spend sufficient time working with unit fractions to achieve mastery before moving on to non-unit fractions. Pupils should learn that a non-unit fraction is made up of a quantity of unit fractions. They should practise using unitising language to describe, for example, 5 eighths as 5 one-eighths (here, we are unitising in eighths). Language focus “The whole is divided into 8 equal parts and 5 of those parts are shaded. 5/8 of the shape is shaded. 5/8 is 5 one-eighths.” Pupils should also exper

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What you get, 2 files

  • PDFActivity
  • PPTXActivity, editable

The standard small step pack, as her own modules ship it. We do not print page counts here, because her catalogue does not publish them and a guessed number is worse than none.

★★★ Differentiated three ways
  • Working towardsScaffolded, with the model or the bar already drawn.
  • Working withinThe expected standard for the year group.
  • Greater depthReasoning and explaining, not just more of the same.

Her own system, with the star count repeated in every worksheet header so a child can be handed the right sheet without a word.

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