![]() Action: In your groups create an example using deductive reasoning to draw a conclusionģ 2.1 Demonstrative Geometry Proofs cont. Johnny is a bachelor, All bachelors are single, Hence, Johnny is single. (page 46)ĭeductive reasoning examples All oranges are fruits, All fruits grow on trees, Therefore, all oranges grow on trees. (Example on page 46)Ģ 2.1 Demonstrative Geometry Proofs cont. 1 2.1 Demonstrative Geometry Proofs (page 46)Ī proof or demonstration is the process of deductive reasoning where the truth of a theorem or the correctness of a construction is established Theorem – a statement not self-evident but proved by a chain of reasoning (Example on page 46) Construction – A figure that satisfies certain given conditions and is drawn without instruments of measurement (Example on page 46) Deductive reasoning is a process where the truth of a given statement follows previously mentioned statements known to be true. ![]()
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