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Unit 5: The Foundations of Addition using Number Lines

Year 1

Students need this knowledge first

Numbers+1.png

Introduction

Concrete

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Explore

Concrete

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Instruction

Pictorial

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Scaffold

Pictorial

BEGINNING

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Practice

Pictorial

CONSOLIDATING

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Application

Pictorial

MASTERING

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Extension

Pictorial

  • I can start on the first number and jump forward the second number, one jump at a time, on a number line

  • I can count the jumps I make rather than the number I start on

  • I know that where I land after jumping is the total, and I can read it straight off the line

  • I can write the matching addition number sentence for my jumps, such as 3 + 2 = 5

Success Criteria

Lesson 1: Addition on a Number Line

We are learning to add two numbers by starting on a number line at the first number and jumping forward by the second.

Learning Intention

Learning Sequence

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Numbers+1.png

Introduction

Pictorial

Numbers+2.png

Explore

Pictorial

Numbers+3.png

Instruction

Abstract

Numbers+4.png

Scaffold

Abstract

BEGINNING

Numbers+5.png

Practice

Abstract

CONSOLIDATING

Numbers+6.png

Application

Abstract

MASTERING

Numbers+7.png

Extension

Abstract

  • I can swap the order of two groups being added and show that the total stays the same

  • I know that knowing one addition fact gives me a second fact for free, just by swapping the order

  • I can choose the easier order to add, starting with the bigger number to do less counting

Success Criteria

Lesson 2: The Commutative Property

We are learning that changing the order of the two numbers being added does not change the total.

Learning Intention

Learning Sequence

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Numbers+1.png

Introduction

Abstract

Numbers+2.png

Explore

Abstract

Numbers+3.png

Instruction

Abstract

Numbers+4.png

Scaffold

Abstract

BEGINNING

Numbers+5.png

Practice

Abstract

CONSOLIDATING

Numbers+6.png

Application

Abstract

MASTERING

Numbers+7.png

Extension

Abstract

  • I can identify which of two numbers is larger and start counting from there

  • I can count on by the smaller number, counting the steps rather than the starting number

  • I can use my fingers to keep track of how many steps I have counted on

  • I know that starting from the larger number means fewer counting steps than starting from the smaller number

Success Criteria

Lesson 3: Counting On from the Largest Value

We are learning to add efficiently by starting at the larger number and counting on by the smaller number.

Learning Intention

Learning Sequence

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