They are used to examine constructed figures to create theorems that are used in proofs.
They are used to find patterns in figures that can be used to create theorems about shapes and figures.
They are used to structure theorems that can be used to prove things about shapes and figures.
They are used as the building blocks of geometry and allow various figures and shapes to be constructed and examined.
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They are used as the building blocks of geometry and allow various figures and shapes to be constructed and examined.
Undefined notions like point, line, distance along a line, and distance around an arc serve as the foundational concepts in geometry, enabling the construction and analysis of more complex shapes and figures.
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