1
History
Explain how geometry grew from practical needs
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Introduction to Euclid’s Geometry: Axioms and Postulates
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2
Historical Contributions
Connect geometric ideas to historical civilisations
3
Undefined Terms
Recognise intuitive geometric objects
4
Foundations
Distinguish definitions, axioms and postulates
5
Euclid Postulates
Recall and interpret Euclidean postulates
6
Parallelism
Use postulates to describe parallel lines
7
Sulbasutra Construction
Follow geometric construction of a square from a given side
8
Justification
Use axioms to explain construction steps
9
Axiomatic Reasoning
Reason logically from definitions and postulates
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