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Browse by Grade: Year 2

Australia · ACARA Content Descriptions

Year 2 Mathematics

A comprehensive exploration of mathematical fluency where students transition from basic counting to complex grouping, spatial reasoning, and statistical investigation. This curriculum emphasizes the connection between abstract symbols and real world applications through hands on problem solving.

6 units·48 topics·Ages 7-8

01The Power of Place Value

8 topics·Term 1

Students investigate the base ten system to understand how the position of a digit determines its value in three digit numbers.

Visualising Tens and Hundreds

Using concrete materials to represent numbers up to 1000 and understanding regrouping.

Stations RotationExperiential Learning
Flexible Partitioning

Breaking numbers apart in non standard ways to build mental computation flexibility.

Think-Pair-ShareConcept Mapping
Patterns on the Number Line

Locating and ordering numbers on various scales to develop a mental number line.

Human BarometerCollaborative Problem-Solving
Comparing and Ordering Numbers to 1000

Students compare and order three-digit numbers using place value understanding and appropriate symbols.

Placemat ActivityRound Robin
Estimating Numbers to the Nearest Ten

Students learn to estimate numbers to the nearest ten using a number line and real-world contexts.

Think-Pair-ShareExperiential Learning
Introduction to Odd and Even Numbers

Students explore the concept of odd and even numbers through grouping and patterns.

Stations RotationInquiry Circle
Number Sequences and Skip Counting

Students identify and extend number sequences, focusing on skip counting by 2s, 3s, 5s, and 10s.

Carousel BrainstormCollaborative Problem-Solving
Money: Counting and Making Change

Students practice counting Australian coins and notes and making simple change.

Role PlaySimulation Game

02Additive Thinking and Strategies

8 topics·Term 2

Moving beyond counting on fingers toward derived facts and mental strategies for addition and subtraction.

The Bridge to Ten

Developing strategies to cross ten efficiently when adding single and double digit numbers.

Think-Pair-ShareStations Rotation
Inverse Relationships

Exploring the connection between addition and subtraction through fact families.

Problem-Based LearningConcept Mapping
Real World Story Problems

Applying additive strategies to solve authentic problems involving change, comparison, and combination.

Collaborative Problem-SolvingGallery Walk
Adding Two-Digit Numbers (No Regrouping)

Students practice adding two-digit numbers using place value strategies without regrouping.

Stations RotationPeer Teaching
Adding Two-Digit Numbers (With Regrouping)

Students learn to add two-digit numbers that require regrouping ones to tens.

Flipped ClassroomProblem-Based Learning
Subtracting Two-Digit Numbers (No Regrouping)

Students practice subtracting two-digit numbers using place value strategies without regrouping.

Think-Pair-ShareWalk and Talk
Subtracting Two-Digit Numbers (With Regrouping)

Students learn to subtract two-digit numbers that require regrouping tens to ones.

Expert PanelJigsaw
Mental Math Strategies for Addition

Students develop and apply mental strategies like doubles, near doubles, and making to ten for addition.

Academic Speed DatingChalk Talk

03Multiplicative Foundations

8 topics·Term 3

Introducing the concepts of grouping, arrays, and sharing as the basis for multiplication and division.

Equal Groups and Arrays

Using rows and columns to represent repeated addition and early multiplication.

Stations RotationGallery Walk
Fair Sharing and Grouping

Investigating division through the lens of distributing items equally and finding how many groups fit.

Problem-Based LearningExperiential Learning
Halves, Quarters, and Eighths

Connecting division to fractions by partitioning shapes and collections.

Stations RotationPeer Teaching
Repeated Addition for Multiplication

Students understand multiplication as repeated addition and represent it with number sentences.

Think-Pair-ShareConcept Mapping
Introduction to Multiplication Facts (2s, 5s, 10s)

Students begin to learn and recall multiplication facts for 2, 5, and 10.

Trading CardsStations Rotation
Division as Grouping

Students explore division by forming equal groups and determining the number of groups.

Experiential LearningProblem-Based Learning
Division as Sharing

Students explore division by sharing a total equally among a given number of recipients.

Role PlayCollaborative Problem-Solving
Unit Fractions: Halves, Quarters, and Eighths of Collections

Students extend their understanding of fractions to find halves, quarters, and eighths of collections of objects.

Stations RotationGallery Walk

04Measuring the World

8 topics·Term 4

Comparing and measuring length, mass, and capacity using informal and standard units.

The Need for Uniform Units

Discovering why consistent units are necessary for accurate measurement and communication.

Inquiry CircleCollaborative Problem-Solving
Telling Time and Calendars

Reading analogue and digital clocks to the half hour and understanding durations.

Carousel BrainstormEscape Room
Comparing Mass and Capacity

Using balance scales and containers to investigate the properties of matter.

Inquiry CircleDecision Matrix
Measuring Length in Centimetres

Students measure and compare lengths of objects using standard units like centimetres.

Stations RotationExperiential Learning
Measuring Length in Metres

Students measure and compare longer lengths using metres and understand the relationship between metres and centimetres.

Project-Based LearningCollaborative Problem-Solving
Comparing and Ordering Mass (Informal Units)

Students compare and order objects based on their mass using informal units and the language of 'heavier' and 'lighter'.

Inquiry CircleStations Rotation
Comparing and Ordering Capacity (Informal Units)

Students compare and order containers based on their capacity using informal units and the language of 'holds more' and 'holds less'.

Experiential LearningProblem-Based Learning
Duration of Events

Students compare and order the duration of events using informal and formal units of time.

Simulation GameCollaborative Problem-Solving

05Geometric Reasoning

8 topics·Term 4

Identifying features of shapes and objects and using directional language to navigate space.

Properties of 2D Shapes

Classifying shapes based on sides, vertices, and symmetry.

Stations RotationGallery Walk
Exploring 3D Objects

Connecting 2D faces to 3D solids and identifying objects in the environment.

Stations RotationGallery Walk
Mapping and Directions

Using simple maps and directional language to describe paths and locations.

Simulation GameCollaborative Problem-Solving
Drawing and Constructing 2D Shapes

Students draw and construct common 2D shapes using rulers and other tools.

Project-Based LearningExperiential Learning
Identifying Faces, Edges, and Vertices of 3D Objects

Students identify and describe the number of faces, edges, and vertices on common 3D objects.

Stations RotationInquiry Circle
Symmetry in Shapes and Nature

Students identify lines of symmetry in 2D shapes and natural objects.

Gallery WalkChalk Talk
Turns and Angles

Students describe turns and angles using informal language (e.g., quarter turn, half turn).

Simulation GameRole Play
Following and Giving Directions on Simple Maps

Students follow and give simple directions to locate positions and describe paths on informal maps.

Escape RoomProblem-Based Learning

06Data and Probability

8 topics·Term 4

Collecting and interpreting data while exploring the likelihood of everyday events.

The Data Investigation Cycle

Asking questions, collecting data, and creating displays to show results.

Case Study AnalysisDecision Matrix
Interpreting Results

Analysing graphs and tables to identify trends and answer questions.

Think-Pair-ShareCase Study Analysis
Chance and Likelihood

Using the language of chance to describe the probability of different outcomes.

Inquiry CircleFour Corners
Collecting Data: Tally Marks and Tables

Students learn to collect and organize data using tally marks and simple tables.

Experiential LearningStations Rotation
Creating Picture Graphs

Students create simple picture graphs to represent collected data, using one-to-one correspondence.

Project-Based LearningGallery Walk
Creating Column Graphs

Students create simple column graphs to represent collected data, understanding axes and labels.

Collaborative Problem-SolvingPeer Teaching
Asking and Answering Questions about Data

Students formulate and answer questions based on information presented in graphs and tables.

Socratic SeminarThink-Pair-Share
Identifying Possible Outcomes

Students identify all possible outcomes for simple chance experiments.

Inquiry CircleExperiential Learning