PR1ME K Information

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How deep does your beginning maths programme dive?

A beginning mathematics programme based on best teaching and learning practices of global top performers Singapore, South Korea and Hong Kong.*

(*according to TIMSS international tests, via http://timssandpirls.bc.edu/timss2015)

Concepts and skills in PR1ME K are developed through using the Concrete-Pictorial-Abstract approach.

The structure simultaneously supports students who need some additional support, while others naturally begin interacting with the problems on an abstract level.

MATHEMATICAL THINKING

PROBLEM SOLVING IS CENTRAL

In PR1ME K, problem solving challenges students to:

• apply acquired knowledge to solve problems

• adapt and communicate their thinking clearly.

THE TEACHING-LEARNING CYCLE

EVERY DAY

Carefully structured daily lessons incorporate a warm-up, revision of previously taught concepts and skills and activities to stimulate learning.

EVERY

CHAPTER

PROBLEM SOLVING

Problem Solving

in Action: Student Books

Activities at the end of each chapter are designed for consolidation, but also incorporate problem-solving skills.

Students reason mathematically by explaining their thinking to others. PR1ME K encourages students to communicate their ideas, clarify their thoughts and share their mathematical thinking to deepen mathematical thinking skills.

Simple language challenges deep thinking.

The Teacher’s Guide provides detailed prompts to use while leading the mathematical discussion.

The Chapter Workout is a whole class discussion led by the teacher that prompts students to explain and justify their mathematical reasoning.

The Think, Turn and Talk activity challenges common misconceptions in order to strengthen mathematical thinking.

Problem Solving Big Books

The Big Books and accompanying materials are designed to be used for a one-hour lesson after completing each chapter.

Comprehensive activities outlined in the Teacher’s Guide help create a problem-solving mindset through the application of concepts to ageappropriate real-world scenarios.

How many tomatoes and apples are in the boxes?

Are there more tomatoes or more apples?

How many worms are in the bowl?

Are there fewer birds or worms?

Formative assessment built into each day’s lesson checks for readiness to learn new concepts.

(in the Student Books) The Problem Solving Big Books help students apply the concepts learnt in a variety of engaging character-led contexts.

The Chapter Workout is a whole class discussion led by the teacher that prompts students to explain and justify their mathematical reasoning.

CHAPTER WORKOUT & LEARNING

Carefully scaffolded learning and guided practice is monitored in Let’s Do each day.

The Think, Turn and Talk activity challenges common misconceptions in order to strengthen mathematical thinking. Activities at the end of each chapter are designed for consolidation.

A scope and sequence is available upon request.

“Any child can be taught any concept at any time –if the concept is presented in a form that is developmentally appropriate.”(Bruner, 1960).

FORMATIVE & SUMMATIVE ASSESSMENT

Both formative and summative assessment are integrated with instruction throughout the programme.

PR1ME K COMPONENTS

Student Books

The two Student Books together cover one school year of maths. The books neatly maintain a record of progress from initial introduction through to mastery.

Teacher’s Guides

The two Teacher’s Guides also cover one year of maths. These essential resources support teachers through effectively implementing the programme, and contain best practice principles and questions to use when delivering every lesson.

Problem-Solving Big Books

There are 20 Problem-Solving Big Books: one connected to each chapter topic throughout the year, along with two semester review titles that integrate many concepts. A comprehensive Teacher’s Guide accompanies the Big Books.

Evaluate learning at the end of Chapter Workout & with Big Book readers

Book A

Chapter 1: Counting Small Numbers

Chapter 2: Numbers 0 to 10

Chapter 3: Sorting and Surveys

Chapter 4: Breaking Apart Small Numbers (4 and 5)

Chapter 5: Addition and Subtraction Through 5

Chapter 6: Ordinal Numbers

Chapter 7: Measurement

Chapter 8: Counting Higher

Chapter 9: Calendar and Time

Book B

Chapter 10: Flat Shapes

Chapter 11: Patterns

Chapter 12: Breaking Apart Larger Numbers (6 to 9)

Chapter 13: Making 10

Chapter 14: Addition and Subtraction Through 10

Chapter 15: Solid Shapes

Chapter 16: Modelling and Composing Shapes

Chapter 17: Ten Ones and Some More Ones

Chapter 18: Money

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