Wheeler Moreno
03/31/2024 · Senior High School

33 Démonstration Tous les résultats devront être démontrés. 1) Construire un parallélogramme \( A B C D \) de centre \( O \). Nommer \( I \) le milieu de \( [O C] \). 2) Construire \( A^{\prime} \) le symétrique de \( A \) par rapport à \( D \) et \( O^{\prime} \) le symétrique de \( O \) par rapport à \( B \).

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Pour construire le parallélogramme \( ABCD \) de centre \( O \), tracez \( A \) et \( B \) à partir de \( O \), puis \( C \) en utilisant la propriété des parallélogrammes. Trouvez \( I \) le milieu de \( [OC] \). Pour \( A' \), symétrie de \( A \) par rapport à \( D \), et \( O' \), symétrie de \( O \) par rapport à \( B \), tracez les droites perpendiculaires et trouvez les points symétriques.

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