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Shape
Ages 11 - 13
Introducing Angles in a Triangle
Students learn how to work out missing angles in a triangle.
Ages 11 - 13
Introducing Angles on a Straight Line
Students learn how to calculate missing angles on a straight line.
Ages 11 - 13
Measuring and Naming Angles
Students learn about the different types of angles and how to measure them to within one degree.
Ages 11 - 13
Introducing Angles in a Quadrilateral
Students are introduced to angles in a quadrilateral by investigating how they are formed from two triangles
Ages 14 - 16
Translations using Vector Notation
Students learn how to translate an object on a grid using vector notation.
Ages 11 - 13
Translating Shapes using Vectors
How to perform a translation using column vectors.
Ages 11 - 13
Problem Solving with Angles of Polygons
Students learn how to apply the interior and exterior angle properties of polygons.
Ages 11 - 13
Interior Angles of Polygons
Students learn how to calculate interior angles of polygons.
Ages 11 - 13
Exterior Angles of Polygons
Students learn how to calculate the exterior angles of polygons.
Ages 11 - 13
Alternate and Interior Angles in Parallel Lines
Students learn how to recognise and calculate alternate and interior angles in parallel lines.
Ages 11 - 13
Corresponding Angles in Parallel Lines
Students learn how to recognise and calculate corresponding angles in parallel lines.
Ages 11 - 13
Area of Triangles and Composite Shapes
How to calculate the area of composite shapes made up of triangles and rectangles.
Ages 11 - 13
Composite Area of 2D Shapes
How to find the composite area involving various 2D shapes.
Ages 11 - 13
Surface Area of Cubes and Cuboids
How to calculate the surface area of cubes and cuboids.
Ages 11 - 13
Surface Area of Prisms
How to calculate the total surface area of a prism.
Ages 11 - 13
Reflecting Shapes on a Grid
How to reflect shapes on a grid using horizontal, vertical and diagonal mirror lines.
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Mr Mathematics Blog
Developing Mathematical Thinking Beyond Procedural Fluency
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A research-backed case exploring why over-reliance on automated math homework platforms and repetitive worksheets lowers student expectations, and how departments can build genuine mathematical thinking.
Converting Between Fractions, Decimals and Percentages
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How to teach converting between fractions, decimals and percentages.
From Key Skills to Deep Connections: Problem Solving in Secondary Maths
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