Finding missing angles with the cosine rule
The cosine rule is not just useful for finding missing
Geometry and Shape
Geometry and measures questions often reward careful diagrams, accurate use of formulae and clear reasoning. Students need to recognise which facts apply, whether they are working with lengths, angles, areas or volumes, and how different parts of a shape connect. These worksheets help students practise both the calculation side of geometry and the logical thinking needed for multi-step problems.
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Find missing lengths using the cosine rule
The cosine rule is useful because it lets us find
Surface area of a triangular prism
Calculating the surface area of a triangular prism is a
Surface area of a cuboid
Calculating surface area is a vital skill for real-world
Surface area of a cube
Understanding surface area is essential for product designers and engineers
Planet blaster - bearings game
Your mission is to clear the universe of hostile alien
Area of a triangle
Architects and engineers frequently use triangulation to create strong, stable
Converting metric units of area
Whether you're calculating the size of a garden,
Perigal's dissection - visual tool
Perigal’s Dissection is a brilliant visual proof of Pythagoras’
Pythagoras and isosceles triangles
Architects and engineers often use isosceles triangles when designing roofs,