Grade 6 Mathematics Curriculum

The Grade 6 mathematics curriculum is designed to solidify learners' fundamental mathematical understanding, skills, and values, building upon their prior knowledge. This curriculum introduces more complex mathematical concepts, encouraging learners to apply logical reasoning and critical thinking to a variety of mathematical problems.

Number Sense

Understanding numbers and their relationships

In Number Sense, learners will explore whole numbers, prime numbers, composite numbers, and square numbers.

Operations with Numbers

Addition, subtraction, multiplication, and division

In Operations with Numbers, learners will delve deeper into their understanding of division and decimals.

Patterns & Relationships

Recognizing, creating, and extending patterns

In Patterns and Relationships, learners will develop a greater understanding that repeating patterns consist of a repeated core sequence.

Geometrical Thinking

Exploring shapes and their attributes

In Geometrical Thinking, learners are introduced to the concept of volume and recognise it as a characteristic of three-dimensional space.

Measurement

Understanding and applying measurement concepts

In Measurement, learners are introduced to the concept of volume and recognise it as a characteristic of three-dimensional space.

Data Handling & Probability

Collecting, organizing, and analyzing data

In Data Handling & Probability, learners are introduced to the concept of volume and recognise it as a characteristic of three-dimensional space.

Grade 6 Mathematics Overview

The Grade 6 mathematics curriculum is designed to solidify learners' fundamental mathematical understanding, skills, and values, building upon their prior knowledge. This curriculum introduces more complex mathematical concepts, encouraging learners to apply logical reasoning and critical thinking to a variety of mathematical problems.

These skills are integral to helping learners engage actively with mathematical concepts, justify their reasoning, articulate their ideas, and connect various mathematical ideas across different contexts.