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Exploring Addition

Original price £5.00 - Original price £5.00
Original price
£5.00
£5.00 - £5.00
Current price £5.00
SKU M4CS30002
Key Stage 2Addition and SubtractionMathsAutumn TermYear 4

Get your children to hone their addition skills by using partitioning, estimating and formal written methods to solve a range of addition calculations, word problems and puzzles! Exploring Addition explains in simple terms how to estimate (and why it is useful) as well as how to use formal methods and present their work clearly and logically.

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#TheCompleteSeries5lessons

With lesson plans, slides, fun activity ideas, differentiated worksheets and much more, this Year 4 'Exploring Addition' series of lessons provides all you need to turn your class into addition wizards!

#Lesson1Partitioning

This lesson focuses on using estimating to help when checking answers to calculations, and builds on children's prior knowledge of using partitioning to add together two or more two- and three-digit numbers.

The included slides clearly show how children can present their work clearly and neatly, and there are plenty of opportunities for children to practise estimating and partitioning before they attempt either of the two included activities.

 

What's included:

  • Lesson plan
  • Slides
  • Activity ideas
  • Challenge cards
  • Tiddlywinks Sheets
  • Squared paper
#Lesson2PartitionBigNumbers

Build on both children's prior knowledge and on the previous lesson's learning by using partition to add increasingly large numbers.

With the included slides, or during either of the two activities this lesson provides many opportunities to check for understanding and address misconceptions as children use a range of resources to represent the partitioning they are doing.

 

What's included:

  • Lesson plan
  • Slides
  • Activity ideas
  • Monster money
  • Challenge cards
  • Squared paper
#Lesson3FormalAddition

Start by challenging children to compare and describe similarities and differences between using partitioning to solve addition calculations and using the formal written method.

The included slides explain in simple terms how to use the formal method and show children how to present their work clearly and neatly.

None of the calculations in this lesson require exchanging between ones and tens or between tens and hundreds; allowing children to focus on the fundamentals of this method (exchanging is addressed in lesson 4).

What's included:

  • Lesson plan
  • Slides
  • Activity ideas
  • Differentiated worksheets
  • Calculation
  • Squared paper
#Lesson4Exchanging

Build on children's knowledge of the formal addition method by looking more closely at calculations where exchanging of ones and tens and/or tens and hundreds is required.

The slides included with this lesson show children how to do this, and how to present their work logically and clearly.

Following this, children may either do more practise solving these kinds of calculations, or make posters to show how to solve formal addition calculations where exchanging is required.

What's included:

  • Lesson plan
  • Slides
  • Activity ideas
  • Differentiated worksheets
  • Squared paper
#Lesson5AdditionProblems

Remind children of some strategies to help when solving word problems, then challenge them to use a range of addition methods (including formal addition) to solve one- and two-step word problems, or work together to solve a number of visual calculation problems on the included activity cards!

 

 

What's included:

  • Lesson plan
  • Slides
  • Activity ideas
  • Worksheets
  • Challenge cards
  • Squared paper
Free Overview (Medium-Term Plan)

Download a free overview to support your teaching of this scheme of work.

Free Assessment Grid

Download a free, editable assessment grid to support your teaching of this scheme of work.

Curriculum Objectives covered
  • Year 4 - add and subtract numbers with up to 4 digits using the formal written methods of columnar addition and subtraction where appropriate
  • Year 4 - solve addition and subtraction two-step problems in contexts, deciding which operations and methods to use and why

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