Pre-Algebra


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Pre-Algebra

Pre-algebra bridges basic arithmetic and formal algebra. It introduces the ideas, skills and number concepts learners need before moving into equations, expressions and algebraic problem solving.

This page outlines the key areas of pre-algebra and links to free, accessible resources including games, worksheets and practice materials.

Start Learning Pre-Algebra

Introduction to Pre-Algebra

A simple overview of what pre-algebra is, why it matters and how it prepares learners for algebra.

Basic Arithmetic Review

Covers the four operations, order of operations and working confidently with whole numbers.

Fractions, Decimals and Percents

Introduces fractions, decimals, percents and how to convert and calculate with each.


Intermediate Pre-Algebra

Integers and Rational Numbers

Explains positive and negative numbers, rational numbers and how to compare and operate with them.

Factors and Multiples

Covers prime factorisation, greatest common factor (GCF), least common multiple (LCM) and divisibility rules.

Ratios and Proportions

Introduces ratios, unit rates and how to solve simple proportion problems.


Advanced Pre-Algebra

Expressions and Equations

Explains variables, constants, simplifying expressions and solving basic one-step and two-step equations.

Inequalities

Covers simple inequalities, graphing solutions and interpreting statements.

Introduction to Graphing

Introduces the coordinate plane, axes, plotting points and basic graph interpretation.


Pre-Algebra Resources

Pre-Algebra Games

Interactive games covering operations, integers, fractions and early algebra ideas.

Pre-Algebra Videos

A curated collection of free visual explanations for core pre-algebra concepts.

Pre-Algebra Worksheets

Downloadable worksheets, generators and editable practice sheets for all key topics.


Optional Next Steps

Once learners are comfortable with the fundamentals, they can explore:

  • Practical Applications of Pre-Algebra – Real-world uses in science, technology and daily life.
  • Problem-Solving Strategies – Approaches for multi-step questions.
  • Transition to Algebra – Suggested pages and topics for next-stage learning.