At Learning Suite London, Key Stage 3 builds a solid foundation, guiding students toward GCSE success with focused SATs preparation.
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Understanding whole numbers and decimals.
Applying these operations in money calculations.
Multiplying and dividing whole numbers and decimals, with a focus on money.
Covering fundamental concepts and practicing operations with fractions.
Converting between decimals and fractions. Arithmetic: Revision – Reviewing basic operations for whole numbers, decimals, and money.
Mastering operations with negative numbers. Angles and Basic Geometry – Introduction to angles and their properties.
Exploring nth term formulae.
Working with directed numbers on a number line and understanding coordinates.
Using two-way tables, sets, and Venn diagrams. Area and Perimeter – Calculating for squares, rectangles, and triangles.
Understanding and applying time management. Searching for Patterns – Deriving nth terms for geometric sequences.
Solving linear equations.
Organizing and analyzing data.
Working with lengths and angles in scale diagrams.
Understanding probability, including the addition law.
Calculating for cubes, cuboids, and triangular prisms, and exploring capacity and density.
Techniques for gathering, organizing, and displaying data.
Understanding whole numbers and
Expanding and simplifying brackets, including two-bracket expressions
Fractions, percentages, and reverse problem-solving techniques
Extending to inverse proportion concepts Probability: Two-event scenarios, including tree diagrams and conditional probability (multiplication law)
Scale drawings and map reading
Classification of quadrilaterals and understanding their properties
Exploring geometric properties and relationships
Visualizing and calculating surface areas
Application in critical path analysis
Techniques for approximation
Understanding mode, median, mean, and range for discrete ungrouped data
Converting between metric and imperial units
Graphical analysis including distance/time and speed/time graphs
Changing the subject and manipulating equations
Practical applications and problem-solving
Linear extrapolation and correlation
Exploring geometric similarities
Design, distribution, and interpretation of results
