Maths & Numeracy Coaching
Year Level Review
Mathematics is cumulative—each new concept builds on the skills learned before it. This Year Level Review library uses spaced retrieval to strengthen memory and develop the brain’s schemas—the mental frameworks that organise knowledge and help learners connect new ideas to what they already know. As these schemas grow stronger, learning becomes faster, confidence increases and complex mathematical concepts become easier to understand. Regular review builds lasting foundations for future learning, assessments and everyday problem-solving. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Place Value
Place value is the foundation of all mathematics. Every concept that follows—from addition and multiplication to decimals, fractions and algebra—depends on a strong understanding of how our number system works. From a brain science perspective, place value forms one of the first mathematical schemas, creating the mental framework that supports future learning. When these foundations are secure, new concepts are easier to understand, cognitive overload is reduced and mathematical confidence grows. This library helps learners build strong foundations that support success throughout their entire mathematical journey. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Times Tables
Strong times table knowledge is the foundation of mathematical confidence. This growing library uses psychology-informed strategies, games and visual learning techniques to build automatic recall, reduce cognitive load and make more complex maths easier to master. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Mathematical Operations (+ – x /)
From addition and subtraction through to multiplication, division and the order of operations (BODMAS/BEDMAS/BIDMAS/PEDMAS), these core skills form the foundation of almost every area of mathematics. This growing library focuses on helping learners understand how these operations connect, building strong mathematical schemas rather than memorising isolated rules. By developing conceptual understanding first, students reduce cognitive load, strengthen problem-solving skills and build the confidence needed for increasingly complex mathematics. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Division
Division is often seen as the most difficult of the four operations, but it becomes much more accessible when learners understand that it is simply the inverse of multiplication. Rather than teaching division as a completely new skill, I focus on helping students build a connected mathematical schema, showing how strong multiplication knowledge supports division thinking. This evidence-based approach reduces cognitive load, strengthens understanding and helps learners solve problems with greater confidence by building on knowledge they already have, rather than starting from scratch. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Decimals
Build confidence working with decimals through clear explanations, practical examples and step-by-step strategies. This growing library helps learners understand place value, operations, percentages and real-world applications, making decimal concepts easier to understand and apply. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Fractions
Fractions don’t have to feel confusing. This growing library breaks fraction concepts into manageable steps, helping learners confidently compare, simplify, calculate and apply fractions using practical strategies and visual explanations. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Area & Perimeter
Area and perimeter are where mathematics comes to life, applying everyday skills such as addition, multiplication and measurement to real-world situations. Rather than memorising formulas, I focus on helping learners recognise patterns, relationships and practical shortcuts that build deeper understanding. This psychology-informed approach strengthens mathematical schemas, allowing students to connect new concepts to existing knowledge, reduce cognitive load and confidently apply their learning across a wide range of mathematical and real-life problems. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Angles & Shapes
Angles and shapes build on the foundations of measurement and geometry, helping learners recognise patterns, relationships and structure in the world around them. Rather than memorising properties and formulas in isolation, students learn to connect concepts step by step, strengthening their understanding as mathematics becomes more complex. This psychology-informed approach develops strong mathematical schemas, reduces cognitive load and helps learners confidently apply their knowledge to real-world situations, higher-level mathematics and everyday problem-solving. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Measurement & Geometry
Measurement and Geometry build naturally from concepts such as area and perimeter, gradually introducing more complex ideas while strengthening the foundations already in place. Rather than learning isolated formulas, students develop their understanding step by step, applying mathematics to real-world situations involving space, shape, distance, angles and measurement. This psychology-informed approach strengthens mathematical schemas, helping learners connect concepts, reduce cognitive overload and build the confidence needed to tackle increasingly complex mathematical thinking. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Graphing
Graphing is often taught using different language and methods, but every graph is built on the same foundation—data points and the patterns they create. This growing library helps learners understand how tables, coordinates and visual representations all connect, building a strong mathematical schema rather than memorising separate graph types. By recognising these relationships, students reduce cognitive load, develop deeper conceptual understanding and confidently transfer their skills across increasingly complex graphing topics throughout their mathematical journey. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Algebra
Algebra is simply recognising patterns and solving puzzles. This growing library breaks algebra into clear, logical steps, helping learners confidently work with variables, formulas, equations and problem solving without feeling overwhelmed. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Pythagoras
Pythagoras becomes much easier when learners understand the reasoning behind the formula, not just how to use it. This growing library provides visual explanations, worked examples and practical problem-solving strategies to build confidence with right-angled triangles. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
SOHCAHTOA
Trigonometry can feel overwhelming until the patterns become clear. This growing library simplifies SOHCAHTOA through memorable strategies, diagrams and step-by-step examples that help learners identify the correct ratio and solve problems with confidence. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Linear Equations
Develop confidence solving and graphing linear equations through clear explanations and logical, step-by-step methods. This growing library helps learners understand how equations work, rather than simply memorising procedures, creating stronger mathematical understanding. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Financial Maths
Understanding money is an essential life skill. This growing library explores budgeting, percentages, interest, loans, tax, discounts and everyday financial decision-making through practical, real-world examples that help learners build confidence beyond the classroom. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Other Primary Maths Topics
Build strong mathematical foundations from the very beginning. This growing library supports primary learners through engaging activities, visual strategies and practical explanations that strengthen number sense, problem solving and confidence across the curriculum. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.
Other Secondary Maths Topics
Secondary maths introduces new concepts that build upon earlier learning. This growing library provides practical support across key topics, helping students develop understanding, confidence and problem-solving skills from Years 7–10 through clear, structured guidance. As I continue adding my existing library and creating new resources, this collection will keep expanding. If you’re looking for something that isn’t here yet, just ask—it may already exist and simply be waiting to be uploaded.