Translations (vector notation)
Translate shapes using vector notation and describe translations accurately.
Master geometric transformations, vectors, and technical constructions for GCSE.
Transformations, vectors, congruence, similarity, constructions.
Approximate guided learning.
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Start with Chapter 10.1 to begin this section.
Completion updates automatically when you finish lesson activities.
Translate shapes using vector notation and describe translations accurately.
Reflect shapes in vertical, horizontal, and diagonal mirror lines.
Rotate shapes about any centre with different angles and directions.
Enlarge shapes from a centre using positive scale factors.
Understand and apply negative scale factor enlargements (Higher tier).
Apply multiple transformations in sequence (Higher tier).
Identify and prove congruent shapes and understand congruence conditions.
Work with similar shapes, scale factors, and corresponding sides.
Calculate how area and volume change with enlargement (Higher tier).
Understand vector notation, column vectors, and basic concepts (Higher tier).
Add, subtract, and multiply vectors by scalars (Higher tier).
Calculate the magnitude (length) of vectors using Pythagoras (Higher tier).
Apply vectors to geometric problems and proofs (Higher tier).
Construct accurate diagrams and understand loci of points.
Ready to calculate areas and volumes? Continue to Section 11, or revisit Section 9 for Pythagoras and trigonometry.