• Whole Numbers: Covering number sets, properties (commutative, associative, distributive), and operations (addition, subtraction, multiplication, division)
• Number Properties: Exploring the additive properties of 0, multiplicative property of 1, division property of 0, and inverse operations
• Numerical Operations: Techniques in estimating, approximating, rounding, rounding off, compensating, and handling of multiples, factors, prime numbers, and composite numbers
• Advanced Operations: Delving into prime factorisation, common multiples and factors, and understanding rate, ratio, as well as profit, loss, and interest calculations

Exponents:

• Basic to Advanced Concepts: Revision of previous knowledge, exploring exponential form, and scientific notation
• Calculation Laws: Focused training on laws 1 through 4 for handling exponents in calculations

• Core Skills: Counting in integers over any interval and ordering and comparing integers
• Operations: In-depth exploration of addition, subtraction, multiplication, and division
• Complex Operations: Handling squares, cubes, square roots, and cube roots, along with mixed calculations

• Common Fractions: Working with common fractions, equivalent fractions, simplifying, and operations including addition, subtraction, multiplication, and division
• Decimal Fractions: Focused skills on ordering, counting, comparing, rounding off, and operations on decimal fractions, along with understanding their squares, cubes, and roots
• Conversions: Techniques to convert between percentages, fractions, and decimals

• Numeric and Geometric Patterns: Analysis and rule determination for various types of sequences
• Functions and Relationships: Understanding through flow diagrams, tables, and problem-solving methods like rule rewriting and substitution
• Algebraic Expressions and Equations: From translation of word problems and simplification to solving complex equations using algebraic rules
• Graphs: Mastery of discrete and continuous graphs, Cartesian planes, linear and non-linear graphs

• 2D and 3D Geometry: Covering properties and problem-solving in triangles, quadrilaterals, prisms, pyramids, and platonic solids
• Construction Techniques: Skills in constructing geometric figures using basic tools and understanding geometric transformations such as translations, reflections, and rotations

• 2D and 3D Measurement: Techniques for calculating area, perimeter, surface area, and volume including conversions and complex problem-solving
• Theorem of Pythagoras: Applications in practical scenarios to determine lengths in right-angled triangles

• Data Collection and Representation: Skills in collecting, organising, summarising, and representing data through various graphical methods
• Data Analysis: Critical analysis of data collection methods, representations, and statistics to interpret and report data effectively

• Understanding and Calculating Probabilities: Comprehensive analysis of events’ likelihood, focusing on actual versus expected outcomes and calculating probabilities