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The Axiomatic System of Geometry Back to the Beginning ACTIVITY 1.3 SUGGESTED LEARNING STRATEGIES: Close Reading, Quick write, Think/Pair/Share, Vocabulary Organizer, Interactive Word Wall My Notes

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Form axiomatic system is a set of axioms that serve as the foundation for a mathematical theory.

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Mathematicians and researchers who are developing a new mathematical theory need to create and use a form axiomatic system.

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To fill out a form axiomatic system, one needs to clearly define the axioms, state the rules of inference, and describe how the theory is constructed.

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The purpose of a form axiomatic system is to provide a rigorous foundation for a mathematical theory, ensuring its consistency and logical validity.

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A form axiomatic system must include a list of axioms, rules of inference, definitions, and theorems that can be derived from the axioms.

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