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Master the Curriculum

Addition & Subtraction

Y3

Add and subtract up to three-digit numbers using columnar methods (5)

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Year 3Addition & Subtraction

Add and subtract up to three-digit numbers using columnar methods (5)

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Pupils must learn to add and subtract using the formal written methods of columnar addition and columnar subtraction. Pupils should master columnar addition, including calculations involving regrouping (some columns sum to 10 or more), before learning columnar subtraction. However, guidance here is combined due to the similarities between the two algorithms. Beginning with calculations that do not involve regrouping (no columns sum to 10 or more) or exchange (no columns have a minuend smaller than the subtrahend), pupils should: learn to lay out columnar calculations with like digits correctly aligned. learn to work from right to left, adding or subtracting the least significant digits first. Teachers should initially use place-value equipment, such as Dienes, to model the algorithms and help pupils make connections to what they already know about addition and subtraction. Pupils must also learn to carry out columnar addition calculations that involve regrouping, and columnar subtraction calculations that involve exchange. Regrouping and exchange build on pupils’ understanding that 10 ones is equivalent to 1 ten, and that 10 tens is equivalent to 1 hundred. Dienes can be used to model the calculations, and to draw attention to the regrouping/exchange. Dienes (or any other place-value apparatus) should be used, only initially, to support pupils understanding of the structure of the algorithms, and should not be used as a tool for finding the answer. Once pupils understand the algorithms, they should use known facts to perform the calculation in each column (3NF–1). For calculations with more than 2 addends, pupils should add the digits within a column in the most efficient order. Pupils should use unitising language to describe within-column calculations. Language focus “3 ones plus 5 ones is equal to 8 ones.”“4 tens plus 2 tens is equal to 6 tens.” “5 ones minus 3 ones is equal to 2 ones.”“6 tens minus 2 tens is equal to 4 tens” Pupils must learn that, although coluRead more

Pupils must learn to add and subtract using the formal written methods of columnar addition and columnar subtraction. Pupils should master columnar addition, including calculations involving regrouping (some columns sum to 10 or more), before learning columnar subtraction. However, guidance here is combined due to the similarities between the two algorithms. Beginning with calculations that do not involve regrouping (no columns sum to 10 or more) or exchange (no columns have a minuend smaller than the subtrahend), pupils should: learn to lay out columnar calculations with like digits correctly aligned. learn to work from right to left, adding or subtracting the least significant digits first. Teachers should initially use place-value equipment, such as Dienes, to model the algorithms and help pupils make connections to what they already know about addition and subtraction. Pupils must also learn to carry out columnar addition calculations that involve regrouping, and columnar subtraction calculations that involve exchange. Regrouping and exchange build on pupils’ understanding that 10 ones is equivalent to 1 ten, and that 10 tens is equivalent to 1 hundred. Dienes can be used to model the calculations, and to draw attention to the regrouping/exchange. Dienes (or any other place-value apparatus) should be used, only initially, to support pupils understanding of the structure of the algorithms, and should not be used as a tool for finding the answer. Once pupils understand the algorithms, they should use known facts to perform the calculation in each column (3NF–1). For calculations with more than 2 addends, pupils should add the digits within a column in the most efficient order. Pupils should use unitising language to describe within-column calculations. Language focus “3 ones plus 5 ones is equal to 8 ones.”“4 tens plus 2 tens is equal to 6 tens.” “5 ones minus 3 ones is equal to 2 ones.”“6 tens minus 2 tens is equal to 4 tens” Pupils must learn that, although colu

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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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